Speaker: Yuhai Tu (IBM)
Date: Friday, April 26, 2019 at 3:30PM in PAB 4-330
Speaker: Sattar Taheri-Araghi (California State University, Northridge)
Date: Friday, April 12, 2019 at 3:30PM in PAB 4-330
Speaker: Mohan Srinivasarao (Georgia Tech and National Science Foundation)
Date: Friday, April 5, 2019 at 3:30PM in PAB 4-330
Title: Quantifying landscape and flux for nonequilibirum biological systems
Speaker: Jin Wang (Stony Brook University)
Date: Friday, March 22, 2019 at 3:30PM in PAB 4-330
Abstract: We established a theoretical framework for studying the dynamics and thermodynamics of nonequilibrium physical and biological systems. We identify the main driving force for the nonequilibrium systems as the landscape gradient and rotational flux. We found that landscape and flux can be quantified and are critical for the global dynamics and thermodynamics of the nonequilibrium systems. We uncovered that these driving forces are crucial in determining the functions of cell cycle, differentiation/development, cancer, neural networks, evolution and ecology. We demonstrated that the landscape and flux can be quantified experimentally in self repressor/lambda phage and single molecule enzyme dynamics respectively.
Title: Principles of effective immune responses to viral infections – examples from influenza and HIV
Speaker: Ruian Ke (Los Alamos National Laboratory)
Date: Friday, March 15, 2019 at 3:30PM in PAB 4-330
Abstract: The immune system is a highly orchestrated system that serves as a critical line of defense in response to viral infections. In this talk, I will first present a work on understanding the principles of robust innate immune response to viral infections (such as influenza) immediately after virus exposure. Using a combination of mechanistic models, network models and stochastic cellular automata models, we show that the innate immune response uses cell-to-cell communication to build up a layer of protected cells to effectively constrain infection at the local area of exposure - a strategy reminiscent of ‘ring vaccination’ in disease outbreak control. Interestingly, this strategy seems to be robust against variations in the host cell arrangements, providing an explanation of why this is used as a general host response to a wide range of viral infections. If time permits, I will present our recent work on understanding the immune control of HIV after treatment interruption. We propose a theory that stochasticity in HIV reactivation and infection can lead to failure of the immune control, resulting in HIV rebound. Using the WKB approximation, we identify key determinants of the time to HIV rebound. These results have broad implications for the design of immuno-therapies to boost immune control to achieve life-long HIV remission.
Title: The multi-scale structure of chromatin in the nucleus
Speaker: Yuval Garini (Bar Ilan University)
Date: Friday, March 1, 2019 at 3:30PM in PAB 4-330
Abstract: The DNA in a human cell which is ~3 meters long is packed in a tiny nucleus of ~10 μm radius. The DNA is immersed in a condensed soup of proteins, and it is highly dynamic while taking part in many processes such as protein expression and cell division. Nevertheless, it must stay organized to prevent chromosome entanglement. Studying this nanometer – micrometer scale structure is difficult, as it requires to use both high spatial and temporal resolutions for studying its characteristics. We adopted various methods for studying the organization of the genome in the nucleus, including live-cell imaging, time-resolved spectroscopy, chromosome conformation capture (3C) and single molecule methods such as AFM. These methods are followed by biophysical modeling. It allowed us to identify that a protein, lamin A, forms chromatin loops thereby restricting the chromatin dynamics in the whole nucleus volume. Based on the results, we conclude that the organization of the DNA in the nucleus is based on a “chromatin matrix”, a structure that we describe here for the first time. I will describe the problem, the methods we use, the results and the conclusions as described above.
Title: Topological mechanical edge floppy modes in aperiodic systems: disordered fiber networks and quasicrystals
Speaker: Di Zhou (U of Michigan)
Date: Friday, February 22, 2019 at 3:30PM in PAB 4-330
Abstract: Maxwell lattices are spring-and-mass frames with balanced degrees of freedom and constraints, and are thus on the verge of mechanical instability. They exhibit zero-frequency mechanical edge floppy modes that are robust against disorder, randomness, and stochastic damage. These protected modes are the mechanical analogue of topological states in electronic systems. However, the concept of topological protection is not limited to spatially periodic systems. In this talk, we show how topological edge floppy modes arise in messy systems. We study disordered fiber networks and quasicrystals to demonstrate how these modes are generated through geometric changes in the frames. Fiber networks are not only important in understanding a broad range of natural and manmade materials (such as cytoskeleton and porous media) but also exhibit rich physics. Quasicrystals are fascinating structures with properties not available in crystalline structures, such as rotational symmetry. The study of topological mechanics in messy systems opens the door to new physics in biological networks as well as novel designs of topological mechanical metamaterials.
Title: Phase separation of multicomponent liquid mixtures
Speaker: Andrej Kosmrlj (Princeton)
Date: Friday, February 1, 2019 at 3:30PM in PAB 4-330
Abstract: Multicomponent systems are ubiquitous in nature and industry. While the physics of binary and ternary liquid mixtures is well-understood, the thermodynamic and kinetic properties of N-component mixtures with N>3 have remained relatively unexplored. Inspired by recent examples of intracellular phase separation, we investigate equilibrium phase behavior and morphology of N-component liquid mixtures within the Flory-Huggins theory of regular solutions. In order to determine the number of coexisting phases and their compositions, we developed a new algorithm for constructing complete phase diagrams, based on numerical convexification of the discretized free energy landscape. Together with a Cahn-Hilliard approach for kinetics, we employ this method to study mixtures with N=4 and 5 components. We report on both the coarsening behavior of such systems, as well as the resulting morphologies in 3D. We discuss how the number of coexisting phases and their compositions can be extracted with Principal Component Analysis (PCA) and K-Means clustering algorithms. Finally, we discuss how one can reverse engineer the interaction parameters and volume fractions of components in order to achieve a range of desired packing structures, such as nested "Russian dolls" and encapsulated Janus droplets.
Title: Spatial stochastic simulation for interacting particle systems
Speaker: Tim Stutz and Alfonso Landeros (UCLA)
Date: Friday, January 25, 2019 at 4:00PM in PAB 4-330
Abstract: Dynamics of microenvironmental regulation of tumor growth and invasion are poorly understood. Low counts of key molecular and cellular species introduce stochasticity into niche regulatory networks, and these systems are inherently spatial. We present a simulation approach for modeling spatially homogeneous stochastic systems, by introducing an extension of the n-fold approach to Kinetic Monte Carlo that connects to simulation techniques for well-mixed stochastic processes. Our general purpose approach performs well on interacting particle systems, preserving volume exclusion, and modeling diffusion via particles obeying random walks respecting exclusion. The software provides an intuitive interface to observe behavior of the multiple interacting species within cancer cell microenvironments. Spatial heterogeneity is vital for accurately modeling many other evolutionary processes, including desertification, disease spreading, and maintenance of species biodiversity, and our algorithm can be generalized to each of these processes. We provide examples from ecology and immunology to illustrate the flexibility of our software.
Title: Tackling noisy dynamics in the epigenome with stochastic modeling and inference
Speaker: Elizabeth Read (UCI)
Date: Friday, December 7, 2018 at 4:00PM in PAB 4-330
Abstract: Increasingly, cell biological data is available at single-cell, single-nucleotide, and single-molecule resolution. Such experiments reveal often-unexpected levels of heterogeneity at these scales. In order to quantitatively describe this heterogeneity and accurately infer mechanistic principles from experimental data, stochastic models are often essential. However, a number of challenges currently face stochastic modeling in cell biology, from designing mathematical frameworks that accurately reflect biological complexity, to computation and data-integration.
This talk will present ongoing work in the Read lab in two areas related to epigenetic regulation. First, stochastic models coupled with novel simulation techniques shed light on gene regulatory network dynamics during embryonic development, and begin to reveal general principles of cell-phenotype stability versus plasticity. Second, stochastic-model-aided analysis of experimental bisulfite sequencing data reveals significant temporal heterogeneity in DNA methylation patterns post-replication, suggesting novel mechanisms of dynamic epigenetic regulation.
Title: Space and Time in Genomic Interactions
Speaker: Olga Dudko (UCSD)
Date: Friday, November 30, 2018 at 4:00PM in PAB 4-330
Abstract: Many processes in biology, from antibody production to tissue differentiation, share a common fundamental step — establishing physical contact between distant genomic segments. How fast this step is accomplished sets the “speed limit” for the larger-scale processes this step enables. A key outstanding question is then: How do genomic segments that are strung out over millions of base pairs along the DNA find each other in the crowded cell on a remarkably short timescale? This question, fundamental to biology, can be recognized as the physics problem of the first-passage time. I will show how concepts from statistical physics help reveal the physical principles by which cells solve this first-passage problem with astonishing efficiency. I will illustrate these ideas in the context of V(D)J recombination – the genetic mechanism that allows the human immune system to respond to millions of different antigens.
Title: Emergent eco-evolutionary phenomena in microbial communities
Speaker: Kalin Vetsigian (University of Wisconsin)
Date: Friday, November 9, 2018 at 4:00PM in PAB 4-330
Abstract: The complexity of microbial community dynamics stems not only from the diversity of these communities and the richness of their microbial interactions but also from the fact that many of these interactions can readily evolve. As mutant strains with altered interactions increase in frequency they reshape the ecological dynamics and the selection pressures on existing strains. The spectrum of possible consequences of such an interplay between ecology and evolution are poorly understood. To start filling this gap, we computationally investigated the eco-evolutionary dynamics in communities dominated by toxin-mediated interactions. Such interactions are ubiquitous among soil microbes, and whether and how they contribute to diversity has been a long-standing puzzle. We identified several emergent eco-evolutionary phenomena. First, the dynamics could robustly discover complex evolutionary stable states in which multiple strains coexist (Nash equilibria) despite the fact that such states are unreachable through a step-by-step community assembly. Rather, the system as a whole tunnels between collective states via a fundamentally eco-evolutionary process. Second, communities of particular strains can emerge and persist even if these communities are not ecologically stable. Finally, the dynamics can exhibit intermittency in which prolonged periods of apparent community stability are interrupted by periods of fast strain turnover. In spatially structured communities, this intermittency leads to mosaics in which different spatial regions are in different eco-evolutionary regimes in a phenomenon reminiscent of phase coexistence in material science. These findings demonstrate that toxin-mediated interactions are a viable mechanism for explaining diversity, provide a qualitatively new mechanism for adaptive diversification, and expand our understanding of the different possible modes of eco-evolutionary dynamics in microbial communities.
Title: The conundrum of the nuclear pore: enhanced diffusion by binding to a polymer gel
Speaker: Carl Goodrich (Harvard)
Date: Friday, October 12, 2018 at 4:00PM in PAB 4-330
Abstract: Creating a selective gel that filters particles based on their interactions is a major goal of nanotechnology, with far-reaching implications from drug delivery to controlling assembly pathways. This is particularly difficult when the particles are larger than the gel’s characteristic mesh size because such particles cannot passively pass through the gel, and it is not clear what physical principles a designer gel could exploit to attain such selective permeability. Nature, however, appears to have found a solution in the form of the nuclear pore complex, which is a massive protein structure with a gel-like plug that regulates the transfer of macromolecules between the nucleus and the cytoplasm, but the mechanistic details of the nuclear pore are not known. We study a highly simplified model of a crosslinked polymer gel, and present an equilibrium mechanism where crosslink binding dynamics are affected by interacting particles such that particle diffusion is enhanced. In the limit of high binding affinity, this mechanism leads to a perfect filter where large binding particles diffuse through the gel while non-binding particles are permanently trapped. In addition to revealing specific design rules for manufacturing selective gels, our results have the potential to explain the origin of selective permeability in the nuclear pore complex.
Title: Trying to understand the brain from the bottom-up: topologically well-defined neural networks in-vitro
Speaker: Csaba Forro (ETH Zurich)
Monday, August 13, 2018 at 2:00PM in PAB 4-330
Abstract: In the search of unveiling the fundamental mechanisms of brain function and brain computation, we believe that the right scale to look at is the small network scale. Indeed, elementary and identifiable computations are performed by only a handful of neurons in systems like the C.Elegans or the retina. Current microelectrode technologies paired with in-vitro neuroscience offer an appealing solution to this end. Indeed, advances in microelectrode arrays allow to probe neural activity with a temporal resolution of tens of microseconds but also with a spatial resolution of tens of micrometers. In order to disentangle the immense complexity and connectedness of neural structures in-vivo, in-vitro neuroscience provides tools to build neural networks from the bottom up in a controlled fashion.
To achieve this, we use Polydimethylsiloxane (PDMS) microstructures akin to small labyrinths, in which through-holes allow for cell-body compartmentalization. These compartments are connected with shallow micro-tunnels that are permissive only to axons and neurites. By using special channel geometries, we achieve up to 95% directional axon guidance from compartment to compartment. This was put to use in making clockwise-connected neural networks of 3 nodes, which were compared to their non-directed counterparts, and we found that information flow - in terms of transfer entropy - from node to node was up to 100 times higher in directed networks, highlighting the importance of controlling the connectivity of cultures.
Title: The Role of Sub-cellular mRNA Localization in Bacterial Gene Expression
Speaker: Hamid Teimouri, Harvard University
July 20, 2018 at 4:00pm in PAB 4-330
Abstract: Unlike their eukaryotic counterparts, bacterial cells are composed of a single compartment. This allows many rapidly diffusing macromolecules, such as proteins and mRNAs, to be evenly distributed in the cell. Important exceptions are proteins embedded in the cell membrane, which transport material and information across the membrane. Often these proteins attach to the membrane before their translation is complete, anchoring their mRNAs to the vicinity of the membrane.
This coupling between translation and localization suggests that the dynamics of translation may shape the spatial organization. After reviewing experimental observations, I will discuss our recent work using a canonical model of nonequilibrium statistical physics to characterize this connection and show how tunable kinetic properties allow the cell to regulate the spatial organization of both mRNAs and proteins. Moreover, subcellular distributions of mRNAs raise the question how localization may affect the regulatory activity of small noncoding RNAs. In the second part of my talk, I will discuss our compartmental model that addresses this question. Our results suggest that under certain conditions, interpretation and modeling of natural and synthetic gene regulatory circuits need to take into account the spatial organization of the transcripts of participating genes.
Title: Correlating structure and dynamics in glassy liquids and model tissues
Speaker: Andrea J. Liu, University of Pennsylvania
June 1, 2018 at 1:30pm in Young Hall 2-051 (via Skype)
Abstract: In a liquid, any constituent particle can rearrange and change its neighbors, but in crystalline solids, only particles near structural defects such as dislocations are prone to rearrange. A decades-old question in the field of supercooled liquids has been whether all particles are equally likely to rearrange, and if not, what are the “defects” that make some particles more likely to rearrange than others? I will show that machine learning provides a powerful and efficient approach for identifying local structural environments that are predisposed to rearrange. We use machine learning to define a quantity, “softness,” that is highly predictive of rearrangements and simplifies our understanding of glassy dynamics considerably. Finally, we apply the same analysis to models that quantitatively describe real epithelial tissues and find that softness is quite predictive of cellular rearrangements.
Title: Mechanics of Allosteric Materials — How Proteins Mediate Long-Range Interaction
Speaker: Le Yan (KITP)
May 18, 2018 at 4pm in PAB 4-330
Abstract: A crucial regulation for life is enabled at the molecular level through allosteric proteins, whose catalytic activity at the active sites can be significantly enhanced or inhibited by the appearance of specific chemicals binding at their allosteric sites. Predicting the allosteric pathways from protein structures would help us determine regulation networks and design smart drugs. However, it remains a challenge as the nature of allostery — this elasticity-mediated long-range interaction is understood superficially. To approach the problem with systematic samples, we introduce a numerical scheme with the model proteins evolving in-silico to accomplish specific allosteric functions. We then obtain statistical features among thousands of solutions to the tasks and deduce rules for the allosteric mechanics. For the geometric task when a specific strain is propagated through the media, we find commonly applied is an edge-mode mechanism which quickly amplifies the strain signal close to the active site. While for the cooperative task with elastic energy conveyed, we reveal that the appearance of a mechanism, an extended and nearly zero energy mode, dominates the pathway. This mechanism can appear as shear, hinge, and twist — designs found in some allosteric proteins, or be more complicated and hard to visualize. But independent of specific designs, the cooperative energy stored in the mechanism does not decay with the size of the protein or the distance between the active and allosteric sites.
Title: Topology in Polar Flocking and Active Nematics
Speaker: Mark Bowick, Kavli Institute for Theoretical Physics, UCSB
May 11, 2018 at 4pm in PAB 4-330
Abstract: Active flocking on curved surfaces, such as the 2-sphere and the catenoid, exhibits dynamical symmetry breaking in the form of spontaneous flow, calculable inhomogeneous density patterns and long-wavelength propagating sound modes that get gapped by the curvature of the underlying substrate. Curvature and active flow together result in symmetry-protected topological modes that get localized to special geodesics on the surface. These modes are the analogue of edge states in electronic quantum Hall systems and provide unidirectional channels for information transport in the flock, robust against disorder and backscattering. Active nematics instead exhibit spontaneous motility of strength +1/2 disclinations and active torques that favor the motility-driven unbinding of defects. Despite the directed motion of defects, nematic order is stabilized by rotational noise at low enough activity. Within a perturbative treatment, active forces lower the effective defect-unbinding transition temperature.
Title: Hydrodynamics of transient cell-cell contact in T cell receptor triggering
Speaker: Jun Allard, UC Irvine
May 4, 2018 at 4pm in PAB 4-330
Abstract: In many biological settings, two or more cells come into physical contact to form a cell-cell interface. Examples include wound healing, tissue development, tumor growth, and some bioengineered diagnostic tools. In some cases, the cell-cell contact must be transient, lasting only seconds. One important example is offered by the T Cell, an immune cell which must attach to the surface of other cells in order to decipher information about disease. The aspect ratio of these interfaces (tens of nanometers thick and tens of micrometers in diameter) puts them into the thin-layer limit, or “lubrication limit”, of fluid dynamics. A key question is how the molecules on the two cells (receptors and ligands) come into contact. What are the relative roles of thermal undulations of the plasma membrane and deterministic forces from active filopodia? We present a computational fluid dynamics algorithm capable of simulating fluid-structure interactions with thermal fluctuations on seconds- and microns-scales. We use this to simulate two opposing membranes, variously including thermal fluctuations, active forces, and membrane permeability. Our results demonstrate that the force required will increase for smaller cell-cell distances (where the thin-layer effect is strongest), leading to an optimal “attack range” that might explain the observed geometry of filopodia. The results also suggest an important role for membrane permeability; Factors that influence permeability, such as aquaporins, are dynamically controlled by the cell, and have been shown to impact cell processes including cancer angiogenesis, raising the possibility that cell-cell contacts can be regulated in this way.
Title: Soft matter in synthetic biology - the collective behaviour of synthetic microswimmers
Speaker: T. B. Liverpool, School of Mathematics, University of Bristol
April 4, 2018 at 10am in PAB 3-703
Abstract: I will present recent work studying the mechanisms of propulsion and the role of hydrodynamic interactions in the collective behaviour of collections of microscopic man-made catalytic active particles suspended in a fluid. I'll introduce a calculational framework that allows one to separate the different contributions to their collective dynamics from hydrodynamic interactions on different length scales. Hence one is able to quantify the effect of lubrication forces when the particles are very close to each other. I will show that they play as important a role as long-range hydrodynamic interactions in determining their many-body behaviour.
Title: Physical interactions and order in biological matter
Speaker: Kinjal Dasbiswas, University of Chicago
March 23, 2018 at 4pm in PAB 4-330
Abstract: There is accumulating recent evidence that physical interactions help to organize biological matter across scales from subcellular structures to cells and tissue. The statistical physics notion of order arising out of a competition of physical organizing forces and noise inherent in biology, provides insight into the physical mechanisms involved in as well as the dynamics of such ordering. Actively generated forces by molecular motors associated with the cellular cytoskeleton in particular can lead to long-range elastic interactions between cellular structures through mutual deformations of an underlying soft substrate. We first focus on how spatial order in heart muscle cells and their temporal beating are correlated through such mechanical factors. We then extend this picture to understand the recently observed ordered superstructures of molecular motors in non-muscle cells, underscoring the value of physical approaches in identifying general principles across different biological systems. Complementary to this elastic picture, other forms of order can arise in cytoskeletal components such as when they form a liquid crystal droplet phase discovered in recent experiments. The geometric effects inherent in such an anisotropic phase may also drive motor self-organization as well as droplet deformation. These ordered structures are biologically significant and play potentially important functional roles such as in muscle contraction and cell division. We conclude by noting that biology is inherently mechano-chemical and that mechanical interactions, usually faster and longer ranged than the diffusion of chemical signals, may also underlie pattern formation processes in biology.
Title: Statistical physics approach to study chromatin dynamics and nuclear organization
Speaker: Assaf Amitai, Massachusetts Institute of Technology
March 9, 2018 at 4pm in PAB 4-330
Abstract: Chromatin is a dynamical molecule which moves stochastically inside the cell nucleus. The encounter between chromatin sites is the rate-limiting step for many biological pathways. For example, double-strand DNA break repair by homologous recombination requires an efficient and timely search for a homologous template. This process can be observed with various microscopy techniques. I will discuss recent developments in polymer models, which combined with analyzing microscopy data, are used to infer the biophysical parameters of chromatin during the repair process.
The interaction of proteins with chromatin regulates many cellular functions. Most DNA-binding proteins interact both non-specifically and transiently with many chromatin sites, as well as specifically and more stably with cognate binding sites. These interactions and chromatin structure are important in governing protein dynamics. These questions can be addressed theoretically using diffusion models. I will show how that the dynamics of proteins is determined by the 3d organization of chromatin in the nucleus. The time to find a chromatin target depends on chromatin organization around it, which determines the local association and disassociation rates. Hence, the problem of facilitated search by a protein can be mapped to a continuous-time Markov chain. Protein motion in the nucleus is now being revealed through super-resolution microscopy. This approach would allow us to extract directly from microscopy data the interaction parameters of proteins at specific chromatin domains.
Title: Putting the mitotic spindle in its place
By Ehssan Nazockdast, Ph.D., University of North Carolina, Chapel Hill
March 7, 2018 at 1:00-2:00 PM in 5011 ENGINEERING V
Abstract: A cell is a complex fluidic environment in which many fundamental biological processes take place. One such is the proper positioning and elongation of the mitotic spindle which is crucial for chromosome segregation and asymmetric cell division, and involves the interaction of microtubule assemblies with motor-proteins and subcellular organelles. In a combined experimental and computational study, we use cytoplasmic flow measurements and computational fluid dynamics to argue that proper positioning is primarily achieved by the action of motor-proteins bound to the cell boundary.
Title: The Dynamics of Foraging and Starvation
By Sid Redner, Santa Fe Institute
February 9, 2018 at 4pm in PAB 4-330
Abstract: What is the fate of a random-walk forager that depletes its environment as it wanders? Whenever the forager lands on a food-containing site, all the food is consumed and the forager becomes fully sated. However, when the forager lands on an empty site, it moves one time unit closer to starvation. If the forager wanders S steps without encountering food, it starves to death. We show analytically that the lifetime of this starving random walk forager scales linearly with S in one dimension by solving an underlying non-Markovian first-passage problem. In greater than two dimensions, we present evidence that the lifetime grows quasi-exponentially in S.
We also investigate the role of greed, in which the forager preferentially moves towards food when faced with a choice of hopping to food or to an empty site in its local neighborhood. Paradoxically, the forager lifetime can have a non-monotonic dependence on greed, with different senses to the non-monotonicity in one and in two dimensions. In one dimension, the forager lifetime exhibits a huge peak when greed is negative, while in two dimensions the maximum lifetime occurs for positive, but not perfect, greed.
Title: “Mechanical models for collective behavior in epithelial tissues”
By Michael David Czajkowski, Syracuse University
January 26, 2018 at 4pm in PAB 4-330
Abstract: The mechanical properties of epithelial tissues, which are typically composed of a single layer of tightly bound cells, play an important role in development and disease. Therefore, our goal is to develop theoretical and computational tools to help explain global mechanical behavior and cell migration patterns in these tissues. In this talk, I will focus on connections between tissue rigidity and collective
migration using two different techniques in two different geometries. In the first project, we develop a hydrodynamic model for bulk tissues that couples cell shapes, tissue rigidity, and cell-substrate interactions by assuming that cells exert traction forces preferentially along gradients in the in-plane tissue stiffness, in accord with recent experiments. Analyzing the steady states of the model, we identify a new “morphotactic” parameter that our model predicts will control pattern formation in real tissues. In the second project, we developed a new active vertex model and employed it to simulate so called “wound-healing” experiments in which a tissue is allowed to expand into free space. These simulations indicate that tissues are unable to sustain a mechanical stress in the absence of propulsive forces generated by cellsubstrate interaction. Further, our results suggest that polar order in these propulsive forces qualitatively changes the observed stress profile, and may thereby promote cell proliferation.
Title: Constraints on cultures and characters
Professor Seppe Kuehn, University of Illinois at Urbana-Champaign
October 27, 2017 at 4pm in PAB 4-330
Abstract: Can we predict evolutionary and ecological dynamics in microbial communities? In this talk I argue that understanding constraints on biological systems provides a path forward to build predictive, phenomenological models. I present two vignettes which illustrate the power of elucidating constraints. First, in Nature microbial populations are subjected to variable levels of nutrients. Models of microbial growth stipulate that the rate of biomass production depends instantaneously on the levels of nutrients available. To test this assumption we subject populations of bacteria to periodic pulses of nutrients (feast) and long periods of starvation (famine) with varying frequency and amplitude. Exploiting precise measurements we show that that growth rate during feasts depends on the duration of famine. Our results are explained by a simple phenomenological model and have important implications for understanding abundance dynamics in microbial communities. In second study we ask how constraints on phenotypic variation limit the capacity of organisms to adapt to multiple simultaneous selection pressures. We select Escherichia coli for faster migration through a porous environment, a process which depends on both motility and growth. We find that a trade-off between swimming speed and growth rate constrains the evolution of faster migration. Evolving faster migration in rich medium results in slow growth and fast swimming, while evolution in minimal medium results in fast growth and slow swimming. A model of the evolutionary process shows that the genetic capacity of an organism to vary traits can qualitatively depend on its environment, which in turn alters its evolutionary trajectory [eLife, 2017]. We explore the possibility that phenotypic constraints and genetic architecture can provide a route to predicting evolutionary dynamics.
Title: Mathematical modeling of transport processes in cell biology
By Heather Zinn Brooks, University of Utah
October 13, 2017 at 4pm in PAB 4-330
Cells rely on combinations of diffusion and molecular motor transport of macromolecules for proper development and functionality. In this talk, I will present mathematical models of two scenarios where intracellular transport plays a key role. Using analysis of a model of partial differential equations, I show that synapse density maintenance in the ventral cord of C. elegans can be explained by a Turing-type mechanism, namely interactions of diffusion and actively transported proteins. I will then discuss a second scenario that shows the dark side of intracellular transport: molecular motors can be hijacked by viruses in order to travel more efficiently to the host cell's nucleus for replication. In this work, we derive an effective stochastic differential equation for viral transport to quantify first passage times to the nucleus.
Title: Antigen Affinity Discrimination in Germinal Center B-Cell Immune Synapses
Milos Knezevic, UCLA
October 6, 2017 at 4pm in PAB 4-330
Abstract: Efficient antibody responses need expansion of high affinity B cell clones. The initial stimulations of B cells occur when their B cell receptors (BCRs) bind to antigens found on the surfaces of antigen-presenting cells (APCs). These contacts lead to formation of immune synapses, which B cells use to extract antigen from the APCs. Typically B cells that express high-affinity BCRs obtain more antigen and compete better for T cell help. Immune synapses in naive and memory B cells form a large cluster of BCR-antigen complexes in the synapse center. Once this central cluster is assembled, B cells extract antigen from it via mechanical forces produced by the cortical cytoskeleton. However, in recent experiments it has been shown that germinal center (GC) B cells extract antigen by a distinct pathway which involves small peripheral clusters of BCR-antigen complexes. In this talk, we use Monte Carlo simulations to study pattern formation during GC B-cell – APC adhesion. We apply mechanical forces on BCR-antigen clusters above a certain threshold size, and investigate their effect on the quality of antigen affinity discrimination.
Title: Landau Theory for Assembly of Viral Capsids
Sanjay Dharmavaram, UCLA
September 22, 2017 at 4pm in PAB 4-330
The talk will discuss why the theory of the assembly of viral shells leads to fundamental problems with the Landau description of phase transitions. The talk will apply the Landau-Brazovskii theory for the solidification of chiral molecules on a spherical surface into an icosahedral density modulation. If assembly is based on assembling pentamer and hexamers then robust, weakly chiral icosahedral structures appear via first-order transitions. If it is based on the assembly of individual protein, then fragile icosahedral structures with a pronounced chiral character appear via weakly first-order or continuous transitions. Here, the icosahedral state is in close competition with states that have tetrahedral, octahedral and five-fold (D_5) symmetries. The application of the Landau theory of phase transitions to the problem of solidification on spherical surfaces requires allowing multiple irreducible representations of the symmetry group of the uniform phase to be realized at the transition point.
Encoding of distance, axis of travel, and topology at the juncture of hippocampal and posterior parietal systems for spatial mapping
Douglas Nitz, UC San Diego
June 20 2017, 4pm PAB 1-434
The subiculum and retrosplenial cortex together form a robust connection between hippocampal representations of position in the environment and posterior parietal cortex representations of position in route space. Our recent work examining the spatial firing properties of neurons within subiculum and retrosplenial cortex indicate that, in different ways, these structures encode conjunctions of spatial information concerning route spaces and their positioning and orientation in the larger environment. Furthermore, novel forms of spatial information encoding emerge in each structure. These forms include 'axis-tuning' and encoding of 'spatial analogies' in subiculum, and, in retrosplenial cortex, the encoding of position within route sub-spaces and distances between all route locations. The former are integrated temporally with the hippocampal CA1 sub-region through 'theta phase precession'. The latter, when considered in the context of retrosplenial encoding of head direction, could, in principle, form the basis for knowledge of overall path geometry. The results of these recent findings will be considered with respect to anatomical pathways that appear to represent the transformation of spatial cognition into action.
Formation of two-dimensional DNA films at the air/water interface
Jaime Ruiz-Garcia, Autonomous University of San Luis Potosí, Mexico
May 26, 2017, 4pm PAB 4-330
The central dogma in Langmuir monolayers studies is that they are formed when amphiphilic molecules are deposited and spread spontaneously on the water surface to form a monomolecular film. A typical characteristic of these systems is that they are formed by molecules with a hydrophilic head group and a large hydrophobic tail, such as fatty acids, phospholipids, etc. In this talk, we will show that monomolecular films at the air/water interface can also be formed using water soluble molecules. DNA is a highly charged polyelectrolyte and it is considered to be completely soluble in pure water. We show that DNA can be trapped at the air/water interface and does not go back into a water subphase. DNA is trapped in an energy minimum at the interface, much bigger that KBT, that does not permit its return to the water subphase. Once at the interface, DNA molecules condense to form two-dimensional foam-like mesostructures. This condensation occurs without the presence of multivalent cations. At high density, the molecules form a remarkable monomolecular network. At the interface, DNA is only partially immersed in water, which originates that the chains get only partially charged, but the charges are of the same sign. Therefore, this can be considered another case of like-charge attraction, similar to that found in colloids in restricted geometries such as the air/water interface and between glass plates. However, the origin of the attractive part of the interaction potential is unknown. In addition, we found that DNA at the air/water interface can form large 2D tetratic phase domains. Both the DNA monomolecular networks and the tetratic phase domains are interesting from theoretical and application standpoints.
Odd viscosity in chiral active fluids
Anton Sousolv, Leiden University
May 19, 2017, 4pm PAB 4-330
Abstract: Chiral active fluids are materials composed of self-spinning rotors that continuously inject energy and angular momentum at the microscale. Out-of-equilibrium fluids with active-rotor constituents have been experimentally realized using nanoscale biomolecular motors, microscale active colloids, or macroscale driven chiral grains. I will discuss how chiral active fluids break both parity and time-reversal symmetries in their steady states, giving rise to a dissipationless linear-response coefficient called odd (equivalently, Hall) viscosity in their constitutive relations. This odd viscosity provides no energy dissipation, but can give rise to a transverse flow – for example within a hypersonic shock. Such a viscosity term has been previously examined in the context of electron fluids subject to a magnetic field. However, only in active fluids does odd viscosity: (i) arise out of equilibrium, (ii) always come accompanied by an antisymmetric stress, and (iii) become ill-defined in the regime in which active rotations are hindered by interactions. I will examine the origins of odd viscosity and suggest how this property may be exploited to buildmachines powered by active fluids.
Optimizing self-assembly kinetics for biomolecules and complex nanostructures
William Jacobs, Harvard University
April 14, 2017, 4pm PAB 4-330
Abstract: In a heterogeneous self-assembling system, such as a large biomolecule or nanostructure, there is no guarantee that the lowest-free-energy state will form. Defects and mis-interactions among subunits often arise during a self-assembly reaction, particularly in systems comprising many distinct components. As a result, if we wish to assemble complex nanostructures reliably, we need to design robust kinetic pathways to the target structures, and not focus solely on their thermodynamic stabilities. In this talk, I shall describe a theoretical approach to predicting self-assembly pathways, with applications to both engineered nanostructures and natural biomolecules. First, I shall discuss design principles that can be used to tune the nucleation and growth rates of DNA 'bricks'. These principles have crucial implications for low-defect self-assembly and the design of time-dependent experimental protocols. Then, to highlight the biological importance of self-assembly kinetics, I shall present evidence that evolutionary selection has tuned ribosome translation rates to optimize the folding of globular proteins.
Dynamics of elastic waves on curved planar rods
Jonathan Matthew Kernes, UCLA
4pm PAB 4-330
Abstract: Lower dimensional elastic structures break isotropic symmetry of the material, introducing a preferred coordinate frame. Correspondingly, for an embedded structure the local tangential and normal components deformations respond in a separate but geometrically linked fashion. We exhibit the interaction between normal direction bending undulations, and tangential direction stretching deformations in the simplest case of a rod with local background radius of curvature. Curvature is found to decrease the availble oscillators in our system, as well as restrict the allowed frequencies.
Special Joint AMO/CM/CBP Seminar: Biomagnetic sensing with nitrogen vacancies in diamond
John Barry, Harvard University and MIT Lincoln Laboratory
March 3, 2017, 4pm PAB 1-434A
Abstract: Nitrogen vacancy (NV) color centers in diamond are rapidly emerging as a viable technology for quantum sensing. At the smallest scales, single NVs provide angstrom-scale spatial resolution with sensitivity sufficient for individual electron, proton, or protein detection. At much larger scales, bulk magnetometers harnessing large NV ensembles presently exhibit sensitivities surpassed only by SQUIDs and atomic vapor cells. Between these two limiting regimes, shallow surface layers of NVs allow for wide field-of-view magnetic imaging with diffraction-limited performance. The achieved combination of resolution and magnetic sensitivity remain unmatched for non-invasive imaging under ambient conditions, making solid state magnetic imaging favored for future investigations of various physical and biological phenomena. This talk presents progress towards one primary application: magnetic detection and imaging of action potentials from single neurons. We demonstrate this method using excised axons from two invertebrate species, marine worm and squid; and then by single-neuron action potential magnetic sensing exterior to intact, live, opaque marine worms. Extended-duration magnetic sensing is performed with no adverse effect. We discuss future steps to enable non-invasive imaging of functional mammalian neural networks in real time.
Statistical physics of molecular evolution: from gene regulation to the immune system
Armita Nourmohammad, Princeton University
March 3, 2017, 3pm PAB 4-330
A venerable question in evolutionary biology is: if the tape of life was replayed, would the outcome be the same? We do not know how evolutionary predictability relates to different molecular scales, ranging from genotypes (DNA and amino acids) to molecular phenotypes (functions such as protein activity). I discuss universal properties of molecular phenotypes, encoded by genotypes with large degrees of freedom, which allow for the predictive description of their evolution. Populations are often subject to time-dependent pressure from the environment. I introduce a non-equilibrium framework for adaptive evolution of molecular phenotypes in time-dependent conditions. As an example, I present strong evidence that environmental fluctuations drive the evolution of gene expression levels in Drosophila. Co-evolving populations reciprocally affect the fitness of each other, acting as time-dependent environments with feedback. I show evidence of co-adaptation between interacting cellular populations of HIV viruses and the antibody repertoire of a patient over the course of an infection. In particular, I discuss the conditions for emergence of broadly neutralizing antibodies, which are recognized as critical for designing an effective vaccine against HIV.
Step-by-step shape evolution of tubular solids by defect motion
Daniel Beller, Harvard University
February 24, 2017, 4:00pm PAB 4-330
Abstract: Two-dimensional crystalline order on surfaces with cylindrical topology gives rise to helical lattices. This type of packing occurs in biology at many scales, from biofilaments to viral capsids to botany, as well as in carbon nanotubes and in colloidal crystals. Shape changes in the tubular surface generally require changes in the crystalline tessellation of the surface. This evolution can be undertaken step-by-step via the motion of elementary defect pairs through the tubular crystal. I will discuss the physics of plastic deformation in tubular crystals by the unbinding and glide separation of dislocation pairs. Through theory and simulation, this work examines how the tube’s radius and helicity affect, and are in turn altered by, the mechanics of dislocation glide. The system’s bending rigidity plays an important role, and can resist, arrest, or even reverse the deformations of tubes with small radii. I will also discuss the equilibrium shapes of tubes containing dislocations, with potential implications for biofilaments such as microtubules.
Activity, specificity, selectivity: new approaches for micro-assembly
Carl Goodrich, Harvard University
February 10, 2017, 4:00pm PAB 4-330
Abstract: Biology is able to build remarkable machines through a combination of programmable interactions and specific energy input through small molecules (ATP). However, we are largely unable to manufacture artificial structures of comparable complexity at the microscopic scale. The development of specific DNA glues has revolutionized our ability to program interactions, but we have barely scratched the surface of what can be built. I will discuss new approaches for micro-assembly, focusing on the use of self-propelled particles (a potential alternative to ATP) to drive out-of-equilibrium assembly. Under the right conditions, for example, the motion of active colloids can be programmed to pull semiflexible filaments into topological structures such as braids and weaves. I will also discuss how DNA interactions can be used to program a selectively permeable gel.
Aggregation of proteins: growth of glucagon fibrils and bacterial growth
Andrej Kosmrlj, Princeton University
February 3, 2017, 4:00pm PAB 4-330
Abstract: Misfolding and aggregation of peptides and proteins are the hallmarks of many human diseases. With the advancement of microscopes, it is now possible to observe the kinetics of individual aggregates and fibrils in vitro. Interestingly, in some cases the growth of fibrils is intermittent, where the periods of growth are interrupted by periods of stasis. In this talk I will focus on the intermittent fibrillation of glucagon and I will describe how E. coli bacteria deal with harmful aggregates of misfolded proteins. Glucagon is a peptide hormone that upregulates blood sugar levels and is used to treat diabetic patients in situations of acute hypoglycemia. When dissolved in a fluid state, glucagon can form fibrils and become useless, as the fibrils cannot be absorbed and used by the body. The observed intermittent growth of glucagon fibrils can be explained with a simple model, where fibrils come in two forms, one built entirely from glucagon monomers and one entirely from glucagon trimers. The opposite building blocks act as fibril growth blockers, and this generic model reproduces experimental behavior well. Finally, I will discuss how E. coli bacteria deal with harmful aggregates of misfolded proteins that develop, when bacteria are under heat or antibiotic stress. In order to maximize the fitness of the whole population, bacteria distribute aggregates asymmetrically between their daughters, such that one daughter inherits the whole aggregate, while the other daughter receives none of it. Over time such asymmetric distribution of aggregates produces many “rejuvenated” bacteria with small aggregates that are quickly dividing at the expense of a few bacteria with large aggregates that are dividing very slowly.
Speaker: Tim Stutz and Alfonso Landeros (UCLA)
Date: Friday, January 25, 2019 at 4:00PM in PAB 4-330