Homotopy Exponents and Stable Homotopy Groups of Spheres - Zhao, Hao;Shen, Wenhuai;Zhong, Linan
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We all know that determining the homotopy groups of a topological space is one of the central problems in homotopy theory. There is always a deep relation between the homotopy groups and other mathematical invariants which have wide applications in many fields such as geometric topology, algebra, algebraic K-theory and algebraic geometry. Via the view of homotopy theory, we try to approach the homotopy groups from two different sides: (i) Consider the general property of homotopy groups such as homotopy exponent; (ii) Consider the computation of stable homotopy groups of spheres.

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Produktbeschreibung
We all know that determining the homotopy groups of a topological space is one of the central problems in homotopy theory. There is always a deep relation between the homotopy groups and other mathematical invariants which have wide applications in many fields such as geometric topology, algebra, algebraic K-theory and algebraic geometry. Via the view of homotopy theory, we try to approach the homotopy groups from two different sides: (i) Consider the general property of homotopy groups such as homotopy exponent; (ii) Consider the computation of stable homotopy groups of spheres.
Autorenporträt
2012-Current, Associate Professor, South China Normal University;2010-2012, Lecturer, South China Normal University;2008-2010, Posdoctor, University of Manchester;2005-2008, PhD, Nankai Uuniversity.