Edit Profile (opens in new tab) Rao, Vidhyānāth K. Co-Author Distance Author ID: rao.vidhyanath-k Published as: Rao, Vidhyānāth K.; Rao, Vidhyanath K.; Rao, Vidhyanath; Rao, Vidhyānāth more...less External Links: MGP Documents Indexed: 13 Publications since 1982 Co-Authors 12 single-authored 1 Srinivasan, Bala all top 5 Serials 3 Manuscripta Mathematica 2 Proceedings of the American Mathematical Society 2 International Journal of Pure and Applied Mathematics 1 Indiana University Mathematics Journal 1 Journal of Combinatorics, Information & System Sciences 1 Topology 1 Topology and its Applications 1 Bulletin of the Korean Mathematical Society all top 5 Fields 11 Algebraic topology (55-XX) 7 Manifolds and cell complexes (57-XX) 1 Mathematical logic and foundations (03-XX) 1 Combinatorics (05-XX) 1 Category theory; homological algebra (18-XX) 1 Group theory and generalizations (20-XX) 1 Topological groups, Lie groups (22-XX) 1 Statistics (62-XX) 1 Computer science (68-XX) Publications by Year all cited Publications top 5 cited Publications Citations contained in zbMATH Open 9 Publications have been cited 28 times in 16 Documents Cited by ▼ Year ▼ \(Spin\;(n)\) is not homotopy nilpotent for \(n{\geq}7\). Zbl 0776.55006 Rao, Vidhyānāth K. 9 1993 Homotopy nilpotent Lie groups have no torsion in homology. Zbl 0880.22005 Rao, Vidhyānāth K. 6 1997 On the Morava K-theories of \(SO(2n+1)\). Zbl 0685.57025 Rao, Vidhyānāth K. 5 1990 Nilpotency of homotopy pushouts. Zbl 0513.55009 Rao, Vidhyanath 2 1983 The Hopf algebra structure of the complex bordism of the loop spaces of the special orthogonal groups. Zbl 0676.55008 Rao, Vidhyānāth 2 1989 The bar spectral sequence converging to \(h(SO(2n+1))\). Zbl 0685.57024 Rao, Vidhyānāth K. 2 1989 Towards the algebra structure of the Morava \(K\)-theory of the orthogonal groups. Zbl 0899.55005 Rao, Vidhyānāth K. 1 1997 Algorithms to find central points of graphs and the significance of central points in systems analysis. Zbl 0542.05053 Srinivasan, B.; Rao, V. K. 1 1982 Morphisms inverted by profinite completion. Zbl 0666.55004 Rao, Vidhyanath K. 1 1988 Homotopy nilpotent Lie groups have no torsion in homology. Zbl 0880.22005 Rao, Vidhyānāth K. 6 1997 Towards the algebra structure of the Morava \(K\)-theory of the orthogonal groups. Zbl 0899.55005 Rao, Vidhyānāth K. 1 1997 \(Spin\;(n)\) is not homotopy nilpotent for \(n{\geq}7\). Zbl 0776.55006 Rao, Vidhyānāth K. 9 1993 On the Morava K-theories of \(SO(2n+1)\). Zbl 0685.57025 Rao, Vidhyānāth K. 5 1990 The Hopf algebra structure of the complex bordism of the loop spaces of the special orthogonal groups. Zbl 0676.55008 Rao, Vidhyānāth 2 1989 The bar spectral sequence converging to \(h(SO(2n+1))\). Zbl 0685.57024 Rao, Vidhyānāth K. 2 1989 Morphisms inverted by profinite completion. Zbl 0666.55004 Rao, Vidhyanath K. 1 1988 Nilpotency of homotopy pushouts. Zbl 0513.55009 Rao, Vidhyanath 2 1983 Algorithms to find central points of graphs and the significance of central points in systems analysis. Zbl 0542.05053 Srinivasan, B.; Rao, V. K. 1 1982 all cited Publications top 5 cited Publications all top 5 Cited by 17 Authors 5 Golasiński, Marek 3 Rao, Vidhyānāth K. 1 Arkowitz, Martin 1 Kitchloo, Nitu 1 Lambrechts, Pascal 1 Laures, Gerd 1 Lin, Hong 1 Ōshima, Hideaki 1 Przeździecki, Adam J. 1 Salvatore, Paolo 1 Sati, Hisham 1 Shen, Wenhuai 1 Stanley, Donald 1 Strom, Jeffrey A. 1 Theriault, Stephen D. 1 Wilson, W. Stephen 1 Yarosh, Aliaksandra all top 5 Cited in 10 Serials 4 Manuscripta Mathematica 3 Topology and its Applications 2 Advances in Mathematics 1 Canadian Mathematical Bulletin 1 Compositio Mathematica 1 Proceedings of the Edinburgh Mathematical Society. Series II 1 Glasnik Matematički. Serija III 1 Geometry & Topology 1 Algebraic & Geometric Topology 1 Proceedings of the International Geometry Center all top 5 Cited in 8 Fields 16 Algebraic topology (55-XX) 5 Manifolds and cell complexes (57-XX) 3 Group theory and generalizations (20-XX) 1 Algebraic geometry (14-XX) 1 \(K\)-theory (19-XX) 1 Topological groups, Lie groups (22-XX) 1 Differential geometry (53-XX) 1 General topology (54-XX) Citations by Year