---------------------------------------------------------------------- Leicester University, U.K. Department of Mathematics & Computer Science 3 PH.D. STUDENTSHIPS IN MATHEMATICS OR COMPUTER SCIENCE Applications are invited for three fully funded research studentships leading to the degree of Ph.D. in any aspect of Mathematics or Computer Science. The studentships are available for studies beginning in October 1999 to persons who are normally resident in the E.U. Applicants should have, or expect to obtain, a first or upper second class degree in a relevant subject area. The Department of Mathematics and Computer Science is divided into three groups: Pure Mathematics, Applicable Mathematics and Computer Science. The Pure Mathematics Group carries out research in various aspects of algebra, algebraic topology and symbolic dynamics. The key areas of expertise are in the representation theory of finite dimensional algebras, of finite groups and of quantum groups and in algebraic topology and its applications to dynamical systems, algebra and analysis. The Applicable Mathematics Group focuses mainly on numerical analysis, and in particular on: approximation theory; the numerical solution of ordinary and partial differential equations; and integral equations. Research in the Computer Science Group has three main themes: logic, algebra and complexity; the theory of distributed systems; and semantics. There is an active Graduate Programme. Candidates should identify their preferred area of research and supervisor. Details of the possible areas of research and supervisors are available via the Departmental web pages (http://www.mcs.le.ac.uk) or the Department's Postgraduate Brochure. The Postgraduate Brochure, application forms and further details are available from Dr. S. J. Ambler, Department of Mathematics and Computer Science, Leicester University, Leicester LE1 7RH (telephone: 0116 252 3406, email: S.Ambler@mcs.le.ac.uk). The closing date for applications is 1st May 1999. ----------------------------------------------------------------------