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Theory and Applications of Liquid Crystals [Hardback]

Edited by (Florence, OR, USA), Edited by
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The Institute for Mathematics and Its Applications was established by a grant from the National Science Foundation to the University of Minnesota in 1982. The IMA seeks to encourage the development and study of fresh mathematical concepts and questions of concern to the other sciences by bringing together mathematicians and scientists from diverse fields in an atmosphere that will stimulate discussion and collaboration. The IMA Volumes are intended to involve the broader scientific community in this process.
Contents: Rheological and Rheo-Optical Studies with Nematogenic
Solutions of a Rodlike Polymer: A Review of Data on Poly (Phenylene
Benzobisthiazole).- Liquid Crystals and Energy Estimates for S2-Valued Maps.-
On Virtual Inertia Effects During Diffusion of a Dispersed Medium in a
Suspension.- Degenerate Harmonic Maps and Liquid Crystals.- A Review of
Cholesteric Blue Phases.- Minimum Energy Configurations for Liquid Crystals:
Computational Results.- The Flow of Two Immiscible Liquids Through a Porous
Medium: Regularity of the Saturation.- Molecular Theory for the Nonlinear
Viscoelasticity of Polymeric Liquid Crystals.- Mathematical Questions of
Liquid Crystal Theory.- The Effect of the Magnitude of the Disordered Phase
Temperature Range on the Given Phase Transition in Liquid Crystals.- Some
Topics in Equilibrium Theory of Liquid Crystals.- Theory of Flow Phenomena in
Nematic Liquid Crystals.- A Model for Disclinations in Nematic Liquid
Crystals.- Some Remarks About a Free Boundary Type Problem.- Computer
Simulation of Flow of Liquid Crystal Polymers.- Theory of the Blue Phases of
Chiral Nematic Liquid Crystals.- On the Global Structure of Solutions to Some
Semilinear Elliptic Problems.- Information About Other Volumes in this
Program.