John David Stuart Jones (J.D.S. Jones) is a mathematician at the University of Warwick.
On Yang-Mills theory and topology/homotopy theory:
On cyclic homology and homology of cyclic loop spaces:
On the homotopy type of spaces of rational maps and moduli spaces of monopoles related to braid groups:
Ralph Cohen, John D. S. Jones, Monopoles, braid groups, and the Dirac operator, Comm. Math. Phys. Volume 158, Number 2 (1993), 241-266 (euclid:cmp/1104254240)
Ralph L. Cohen, John D. S. Jones, Graeme B. Segal, Stability for holomorphic spheres and Morse theory, in: K. Grove, I. H. Madsen, E. K. Pedersen (eds.) Geometry and Topology: Aarhus, Contemporary Mathematics
Volume: 258 (2000) (arXiv:math/9904185, ISBN:978-0-8218-2158-9)
On operads and iterated loop spaces:
On string topology:
Ralph Cohen, John David Stuart Jones, A homotopy theoretic realization of string topology , Math. Ann. 324 (2002), no. 4, (arXiv:0107187)
Ralph Cohen, John Jones, Gauge theory and string topology (arXiv:1304.0613)
On string topology (and Pontrjagin rings of based loop spaces) of complex projective spaces and n-spheres:
Last revised on November 23, 2023 at 12:45:32. See the history of this page for a list of all contributions to it.