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This volume represents the proceedings of the Sixth Anniversary MATSCIENCE Symposium on Theoretical Physics held in January 1968 as well as the Seminar in Analysis held earlier, in December 1967. A new feature of this volume is that it includes also contributions dealing with applications of mathematics to domains other than theoretical physics. Accordingly, the volume is divided into three parts-Part I deals with theoretical physics, Part II with applications of mathematical methods, and Part III with pure mathematics. The volume begins with a contribution from Okubo who proposed a new scheme to explain the CP puzzle by invoking the intermediate vector bosons. Gordon Shaw from Irvine dealt with the crucial importance of the effects of CDD poles in partial wave dispersion relations in dynamical calculation of resonances. Applications of current algebra and quark models were considered in the papers of Divakaran, Ramachandran, and Rajasekharan. Dubin presented a rigorous formulation of the Heisenberg ferromagnet.

Symposia on Theoretical Physics and Mathematics 9: Lectures presented at the 1968 Sixth Anniversary Symposium of the Institute of Mathematical Sciences Madras, India

Theoretical Physics.- Intermediate Vector Mesons and CP-Violations.- CDD Effects in Partial Wave Dispersion Relations and the Dynamical Calculation of Resonances.- Asymptotic Symmetries and Weak Baryon Form Factors.- Implications of Current Algebra for ? Decay-A Summary.- Can Y0*(1405) be a Bound State of Three Quarks.- The Zero Temperature Heisenberg Ferromagnet as a Field Theory.- Electromagnetic Interaction of Particles with Spin.- On the Algebra of L-Matrices.- L-Matrices and Propagators with Imaginary Parameters.- A Hierarchy of Idempotent Matrices.- Applications of Mathematical Methods.- Photon Statistics and Coherence in Light Beams.- Stochastic Integration and Differential Equations- Physical Approach.- Some Aspects of Operational Research.- Pure Mathematics.- Nevanlinna Theory and Gap Series.- Uniform Distribution and Densities on Locally Compact Abelian Groups.- Lectures on Vector Spaces of Analytic Functions.- Author Index.