Algebraic Geometry and Algebraic Number Theory (Nankai Series in Pure, Applied Mathematics & Theoretical Physics)

Algebraic Geometry and Algebraic Number Theory (Nankai Series in Pure, Applied Mathematics & Theoretical Physics)

By: K-Q. Feng (editor), X-W. Zhou (editor), K-Z. Li (editor), etc. (editor)Hardback

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Contents

On the slope of non-hyperelliptic fibrations of genus 4, Z-J. Chen; on the rank and the BSD conjecture of elliptic curves ED: y2 = x3 - D3, K-Q. Feng; an introduction to Arthur's invariant trace formula, K.F. Lai; Hecke operators, Hirzebruch sums and Pellian equation conjectures, H-W. Lu; ramification divisor of regular schemes, Z-H. Luo; a note on representations of integers by ternary quadratic forms, D-Y. Pei; a summarized account for the representation theory of quantum linear groups, J-P. Wang; representations of finite dimension Hopf algebras arising from quantum group II, N-H. Xi; irregular families of hyperelliptic curves, Gang Xiao; a projective embedding of surfaces of general type, j-G. Yang; representations of finite groups of lie type, J-C. Ye; determination of solutions and solvabilities of diophantine equations and quadratic fields, X-K. Zhang.

Product Details

  • publication date: 12/01/1992
  • ISBN13: 9789810209469
  • Format: Hardback
  • Number Of Pages: 250
  • ID: 9789810209469
  • ISBN10: 9810209460

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