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- R Srinivasan
  
  Articles written in Proceedings – Mathematical Sciences
- Volume 100 Issue 1 April 1990 pp 93-94 Erratum
  
  Corrections to some expressions in “On the propagation of a multi-dimensional shock of arbitrary strength”
  
  R Srinivasan Phoolan Prasad
  
  More Details Fulltext PDF
- Volume 110 Issue 3 August 2000 pp 263-292
  
  The algebra ofG-relations
  
  Vijay Kodiyalam R Srinivasan V S Sunder
  
  More Details Abstract Fulltext PDF
  
  In this paper, we study a tower {A_n^G: n} ≥ 1 of finite-dimensional algebras; here, G represents an arbitrary finite group,d denotes a complex parameter, and the algebraA_n^G(d) has a basis indexed by ‘G-stable equivalence relations’ on a set whereG acts freely and has 2n orbits. We show that the algebraA_n^G(d) is semi-simple for all but a finite set of values ofd, and determine the representation theory (or, equivalently, the decomposition into simple summands) of this algebra in the ‘generic case’. Finally we determine the Bratteli diagram of the tower {A_n^G(d): n} ≥ 1 (in the generic case).

Proceedings – Mathematical Sciences

Volume 133, 2023
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