Universität Duisburg-Essen

 

  1. G.O. Michler :

    The character values of multiplicity-free irreducible constituents of a transitive permutation representation

  2. G. Frey :

    Applications of Arithmetical Geometry to Cryptographic Constructions

  3. S. Koshitani, G.O. Michler :

    Glauberman Correspondence of p-Blocks of Finite Groups

  4. G. Frey :

    Galois Representations Attached to Elliptic Curves and Diophantine Problems

  5. B.Huppert, W. Lempken :

    Simple Groups Of Order Divisible By At Most Four Primes

  6. W. Lempken :

    On the Existence and Uniqueness of the Sporadic Simple Groups J2 and J3 of Z. Janko

  7. V. Canda, Tran van Trung, S. Magliveras, T. Horvath :

    Symmetric Block Ciphers Based on Group Bases

  8. S. S. Magliveras, D. R. Stinson,Tran van Trung :

    New approaches to designing public key cryptosystems using one-way functions and trap-doors in finite groups

  9. B. Huppert :

    Some simple groups which are determined by the set of their character degrees I

  10. B. Huppert :

    Some simple groups which are determined by the set of their character degrees II

  11. B. Huppert :

    Some simple groups which are determined by the set of their character degrees III

  12. A. Weng :

    Constructing hyperelliptic curves of genus 2 suitable for cryptography

  13. B. Huppert :

    Some simple groups which are determined by the set of their character degrees IV

  14. G.O. Michler, M. Weller :

    The Character Values of the Irreducible Constituents of a Transitive Permutation Representation

  15. P. Fleischmann, W. Lempken, A. E. Zalesskii :

    Linear Groups over GF(2k) generated by a conjugacy class of a fixed point free element of order 3

  16. G.O. Michler :

    Report on the retrodigitization project "Archiv der Mathematik"