Topological Complexities in Slender Matter and its Applications

FOCUS · MAR-Q63 · ID: 3096303

Presentations

  • ORAL · Invited

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    Publication: M. Kurjahn et al., Nutrient and light-dependent self-organization of entangled cyanobacterial colonies (planned)
    F. Papenfuß et al., pH-Dependent motility in filamentous cyanobacteria (planned)
    M. Kurjahn et al., Collective self-caging of active filaments in virtual confinement, Nature Communications 15, 9122 (2024)
    M. Kurjahn et al., Quantifying gliding forces of filamentous cyanobacteria by self-buckling, eLife 12, RP87450 (2023)

    Presenters

    • Stefan Karpitschka

      • University of Konstanz
      • Universität Konstanz

    Authors

    • Maximilian Kurjahn

      • Max Planck Institute for Dynamics and Self-Organization

    • Stefan Karpitschka

      • University of Konstanz
      • Universität Konstanz

    • Leila Abbaspour

      • Max Planck Institute for Dynamics and Self-Organization

    • Franziska Papenfuß

      • Max Planck Institute for Dynamics and Self-Organization

    • Philip Bittihn

      • Max Planck Institute for Dynamics and Self-Organization

    • Ramin Golestanian

      • Oxford University/Max Planck Institute for Dynamics and Self-Organization
      • Max Planck Institute for Dynamics and Self-Organization (MPI-DS)
      • Max Planck Institute for Dynamics and Self-Organization

    • Benoit Mahault

      • Max Planck Institute for Dynamics and Self-Organization

    View abstract →

  • ORAL

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    Publication: Manuscript in preparation: "Relative knot probabilities in confined lattice knots" (EJ Janse van Rensburg)

    Results based on earlier studies will also be briefly reviewed in my talk, see
    10.1088/1751-8121/ab56f0 "The free energy of compressed lattice knots" (EJ Janse van Rensburg)
    10.1103/PhysRevE.100.012501 "Osmotic pressure of compressed lattice knots" (EJ Janse van Rensburg)
    10.1088/1742-5468/2007/03/P03001 "Squeezing knots" (EJ Janse van Rensburg)
    10.1088/1751-8113/41/2/025003 "Knot probability of polygons subjected to a force: A MC study (EJ Janse van Renburg, E Orlandini, MC Tesi, SG Whittington)
    10.1088/0305-4470/23/15/028 "The knot probability in lattice polygons" (EJ Janse van Rensburg, SG Whittington)

    Presenters

    • Esaias J Janse van Rensburg

      • York University

    Authors

    • Esaias J Janse van Rensburg

      • York University

    View abstract →

  • ORAL

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    Presenters

    • Vishal P Patil

      • University of California San Diego
      • University of California- San Diego

    Authors

    • Vishal P Patil

      • University of California San Diego
      • University of California- San Diego

    • Harry Tuazon

      • Georgia Institute of Technology

    • Emily G Kaufman

      • Georgia Institute of Technology

    • Tuhin Chakrabortty

      • Georgia Institute of Technology

    • Saad Bhamla

      • Georgia Institute of Technology

    View abstract →

  • ORAL · Invited

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    Publication: Li, S., Lerch, M.M., Waters, J.T., Deng, B., Martens, R.S., Yao, Y., Kim, D.Y., Bertoldi, K., Grinthal, A., Balazs, A.C. and Aizenberg, J., 2022. Self-regulated non-reciprocal motions in single-material microstructures. Nature, 605(7908), pp.76-83.

    Presenters

    • Shucong Li

      • MIT

    Authors

    • Shucong Li

      • MIT

    View abstract →