Concavity Arguments and Growth Estimates for Linear Integrodifferential Equations in Hilbert Space II. Damped Equations and Applications to a Class of Holoherdal Isotropic Dielectrics.
SOUTH CAROLINA UNIV COLUMBIA DEPT OF MATHEMATICS AND COMPUTER SCIENCE
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Concavity arguments are employed so as to obtain growth estimates for solutions to two initial-value problems associated with a class of damped integrodifferential equations in Hilbert space by applying the results obtained in this abstract setting growth estimates are obtained for the gradients of electric displacement fields which occur in a class of holohedral isotropic nonconducting rigid dielectrics.
- Electricity and Magnetism