Jordan, David - Department of Pure Mathematics, University of Sheffield

E-print Network

FAQ • HELP • SITE MAP • CONTACT US

Powered by Explorit

Advanced Search

Jordan, David - Department of Pure Mathematics, University of Sheffield

The University Library / Quickstart Guide 3 There are four libraries
FINITE-DIMENSIONAL SIMPLE POISSON MODULES DAVID A. JORDAN
Diffusion algebras. Owen G. Hinchcliffe.
Cosets, Lagrange's Theorem and factor groups This applet can be used to display left or right cosets of subgroups of various groups of small
Prime ideals of quantized Weyl algebras Mohammad Akhavizadegan
REVERSIBLE SKEW LAURENT POLYNOMIAL RINGS AND DEFORMATIONS OF POISSON AUTOMORPHISMS
Orbit Counting This applet is designed to illustrate the combinatorial aspects of computation of the number
Permutations of {1, 2, 3, 4} (the symmetric group S4) This applet can be used either to express one permutation as a product of permutations
Orbits and Stabilizers This applet demonstrates orbits and stabilizers of colourings of a square grid for the action
The group of symmetries of a square This applet demonstrates symmetries of a square, in particular their composites. Composites
UNDERGRADUATE STUDIES Department of Mathematics
RAL-TR-2008-001 2 January 2008
Access for all The Octagon Centre has a ramp, to the right
Reversible skew Laurent polynomial rings, rings of invariants and related rings
Powers/Orders of Permutations This applet demonstrates powers of permutations in Sn, with n 9. It is helpful in intro-
SCHOOL OF ENGINEERINGaNDMatHEMatICaLSCIENCES BSc/MMath Mathematical Science
undergraduate courses in Mathematics