A. Oancea.Morse theory, closed geodesics, and the homology of free loop spaces. arXiv:1406.3107, 2014.A. Oancea. Morse theory, closed geodesics, and the homology of free loops spaces. In Free loop spaces in geometry and topology, volume 24 of IRMA Lectures in Mathematics and Theoretical ...
Jean-Louis Loday. Free loop space and homology. In Free loop spaces in geometry and topol- ogy, volume 24 of IRMA Lect. Math. Theor. Phys., pages 137-156. Eur. Math. Soc., Zu¨rich, 2015.J.-L. Loday, Free loop space and homology. arXiv:1110.0405...
In Free loop spaces in geometry and topology, volume 24 of IRMA ... A Oancea - 《Eprint Arxiv》 被引量: 11发表: 2014年 On algebraic structures of the Hochschild complex algebraic structures of the Hochschild complex, in: Free Loop Spaces in Geometry and Topology, in: IRMA Lectures in ...
Free Loop Spaces in Geometry and Topology: Including the Monograph "Symplectic Cohomology and Viterbo's Theorem" In the late 1990s, two initially unrelated developments brought free loop spaces into renewed focus. In 1999, Chas and Sullivan introduced a wealth of new algebraic operations on the hom...
Loday andD. G. Quillen,Cyclic homology and the Lie algebra homology of matrices, Commentarii Math. Helvetici59 (1984), 565–591. Article MATH MathSciNet Google Scholar [M]J. P. May,The Geometry of Iterated Loop Spaces, Springer Lecture Notes, Vol. 271, 1972. [S]R. E. Staffeldt,...
topology (təˈpɒlədʒɪ) n 1.(Mathematics) the branch of mathematics concerned with generalization of the concepts of continuity, limit, etc 2.(Mathematics) a branch of geometry describing the properties of a figure that are unaffected by continuous distortion, such as stretching ...
(in: The Floer memorial volume, Birkhäuser, Basel). We also prove (under similar conditions) thatacts trivially on, whereis the free loop space ofL. From this we deduce that whenLis a surface or a,is homotopic to the identity. Using methods of Lalonde and McDuff (Topology 42:309–347...
The study of free loop spaces is motivated in particular by two main examples. The first is their relation to geometrically distinct periodic geodesics on a manifold, originally studied by Gromoll and Meyer in 1969. More recently the study of string topology and in particular the Chas-Sullivan ...
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a.Any of the open spaces in a net or network; an interstice. b.oftenmeshesThe cords, threads, or wires surrounding these spaces. 2.An openwork fabric or structure; a net or network:a screen made of wire mesh. 3.oftenmeshesSomething that snares or entraps:"Arabia had become entangled in...