7 citations · 8 across the 4 of their papers we have counts for
5 papers
Morse Homotopy and Homological Conformal Field Theory
Viktor Fromm
By studying spaces of flow graphs in a closed oriented manifold, we construct operations on its cohomology, parametrized by the homology of the moduli spaces of compact Riemann sur…
The topology of spaces of polygons
Michael Farber, Viktor Fromm
Let denote the space of all closed -gons in (where ) with sides of length , viewed up to translations. The spaces …
Telescopic Linkages and Topological Approach to Phase Transitions
Michael Farber, Viktor Fromm
A topological approach to the theory of equilibrium phase transitions in statistical physics is based on the Topological Hypothesis (TH), which claims that phase transitions are du…
Homology of planar telescopic linkages
Michael Farber, Viktor Fromm
We study topology of configuration spaces of planar linkages having one leg of variable length. Such telescopic legs are common in modern robotics where they are used for shock abs…
Gromov Compactness in Hoelder Spaces and Minimal Connections on Jet Bundles
Viktor Fromm
The goal of this work is to establish a proof of the Gromov convergence in Hoelder spaces for curves with a totally real boundary condition following the original geometric idea of…