[ | TARGET= | ] ...Math Sci Univ Tokyo 15 2008 325 409 Cohomotopy Invariants and the Universal Cohomotopy Invariant Jump Formula By Christian Okonek and Andrei Teleman Abstract Starting from ideas of Furuta we develop a general formalism for the construction of cohomotopy invariants associated with a certain class...
.pdfhttp://journal.ms.u-tokyo.ac.jp/pdf/jms150301.pdf
...EORGIAN MATHEMATICAL JOURNAL Vol 2 No 1 1995 55 77 ON SOME PROPERTIES OF COHOMOTOPY TYPE FUNCTORS S KHAZHOMIA Abstract It is shown that if Pi n n 2 are Chogoshvili s cohomotopy functors 1 2 3 then 1 the isomorphism Pi n X1 Theta X2 ss Pi n X1 Phi Pi n X2 holds for topological spaces X1 and X2 2...
.pshttp://emis.kaist.ac.kr/journals/GMJ/vol2/v2n1-6.ps
...heory and Applications of Categories Vol 18 No 19 2007 pp 602 630 COLLARED COSPANS COHOMOTOPY AND TQFT COSPANS IN ALGEBRAIC TOPOLOGY II MARCO GRANDIS Abstract Topological cospans and their concatenation by pushout appear in the theories oftangles ribbons cobordisms etc Various algebraic invariants...
.pshttp://emis.dsd.sztaki.hu/journals/TAC/volumes/18/19/18-19.ps
[ ps ] ...heory and Applications of Categories Vol 18 No 19 2007 pp 602 630 COLLARED COSPANS COHOMOTOPY AND TQFT COSPANS IN ALGEBRAIC TOPOLOGY II MARCO GRANDIS Abstract Topological cospans and their concatenation by pushout appear in the theories oftangles ribbons cobordisms etc Various algebraic invariants...
.pshttp://emis.kaist.ac.kr/journals/TAC/volumes/18/19/18-19.ps
[ ps ] ...heory and Applications of Categories Vol 18 No 19 2007 pp 602 630 COLLARED COSPANS COHOMOTOPY AND TQFT COSPANS IN ALGEBRAIC TOPOLOGY II MARCO GRANDIS Abstract Topological cospans and their concatenation by pushout appear in the theories oftangles ribbons cobordisms etc Various algebraic invariants...
.pshttp://www.emis.ams.org/journals/TAC/volumes/18/19/18-19.ps
[ James bundles and applications ] ... an infinite family of associated sets Ji C i 1 2 which we call James complexes There are projections pi jJi C j jCj which are mock bundle projections These define classes in unstable cohomotopy which generalise the classical James Hopf invariants of Omega S2 and for this reason we call these bundles James...
.pshttp://msp.warwick.ac.uk/~cpr/ftp/james.ps
[ ps ] ...heory and Applications of Categories Vol 18 No 19 2007 pp 602 630 COLLARED COSPANS COHOMOTOPY AND TQFT COSPANS IN ALGEBRAIC TOPOLOGY II MARCO GRANDIS Abstract Topological cospans and their concatenation by pushout appear in the theories oftangles ribbons cobordisms etc Various algebraic invariants...
.pshttp://tac.mta.ca/tac/volumes/18/19/18-19.ps
...heory and Applications of Categories Vol 18 No 19 2007 pp 602 630 COLLARED COSPANS COHOMOTOPY AND TQFT COSPANS IN ALGEBRAIC TOPOLOGY II MARCO GRANDIS Abstract Topological cospans and their concatenation by pushout appear in the theories of tangles ribbons cobordisms etc Various algebraic invariants...
.pdfhttp://emis.dsd.sztaki.hu/journals/TAC/volumes/18/19/18-19.pdf
...heory and Applications of Categories Vol 18 No 19 2007 pp 602 630 COLLARED COSPANS COHOMOTOPY AND TQFT COSPANS IN ALGEBRAIC TOPOLOGY II MARCO GRANDIS Abstract Topological cospans and their concatenation by pushout appear in the theories of tangles ribbons cobordisms etc Various algebraic invariants...
.pdfhttp://www.tac.mta.ca/tac/volumes/18/19/18-19.pdf
[ THE SPHERE SPECTRUM John Rognes October 28th 2004 | TARGET= | ] ... is known as the k th stable homotopy group of spheres S The generalized homology theory X S X and the generalized co homology theory S X Map X S associated to the sphere spectrum are called stable homotopy and stable cohomotopy respectively As a consequence of the proven Segal conjecture 3 stable...
.pdfhttp://folk.uio.no/rognes/papers/sphere.pdf
