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Quantitative Life Sciences
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2016
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Workshop on Knots and Links in Biological and Soft Matter Systems (smr 2881)
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Statistical Properties of DNA in Various Topological Configurations
1. Research Areas
Applied Physics
Condensed Matter and Statistical Physics
Earth System Physics
High Energy, Cosmology and Astroparticle Physics
Mathematics
Quantitative Life Sciences
2016
Winter School on Quantitative Systems Biology (smr 2879)
Workshop on Knots and Links in Biological and Soft Matter Systems (smr 2881)
Generation of Supercoils in Nicked and Gapped DNA Drives DNA Unknotting and Postreplicative Decatenation
Beyond the Static Structural Models of Watson and Crick: Dynamic Supercoiling Drives DNA Metabolism
Design of Patchy Polymers: Biomimetic Self-Knotting Chains
Dynamics of Knotted Proteins and Entangled Neurotoxic Peptides
Energy Landscapes of Knotted Clusters
Evidence for a Topological Glass in Ring Polymers
Exotic Linking in Liquid Crystals
Flash talks by presenters of Prized posters - Q & A
Function of Knotted Protein and Lassoprot: Server Analyzing Biopolymers with Lassos
Geometry of Spaces of Curves and Knots
Global Theory of Knots in Nematic Liquid Crystals
How Topology and Confinement Affect the Geometry of Random Knots
Knot Probabilities of Ring Polymers with Excluded Volume and the Hydrodynamic Properties of Graph-Shaped Topological Polymers
Knots and Coarse-grained Models for DNA, Polymers and Proteins
Knots and Defect Constellations in Cholesteric Droplets
Knotted Nematic Braids in Confined Liquid Crystals
Knotting-Unknotting Paths in Polymers
Linking in Systems with One-dimensional Periodic Boundaries
Pathways of Unlinking by Local Reconnection
Pulling and Tightening Protein Knots Using Optical Tweezers and Cellular Degradation Machines
Really Small Knots: The Action of Topoisomerase IV and Glueball Decay
Self Entangled Surfaces
Statistical Properties of DNA in Various Topological Configurations
Topological Friction and Electrophoretic Patterns of DNA Knots
Vortex Knots Cascade by HOMFLYPT Polynomial
What Knot to Make
2017
2. Prizes and Ceremonies
3. Colloquia
4. Mathematics - Basic Notions
5. Diploma
7. Miscellaneous
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