## Categories in Continuum Physics: Lectures Given at a Workshop Held at SUNY, Buffalo, 1982 |

### What people are saying - Write a review

We haven't found any reviews in the usual places.

### Other editions - View all

### Common terms and phrases

action algebraic semi-system Anal Arch assumption Axiom bijective bornological boundary calculus called cartesian closed category classical Clausius property Clausius-Duhem inequality Coleman concept condition continuous body continuum mechanics continuum physics convex set cycle D. R. Owen defined definition denote Differential Geometry Edited elements entropy functions equations equivalent Euclidean space Euler characteristic example exists extensive quantity F. W. Lawvere fading memory finite formula Frechet space function spaces functor geometric given global Gurtin hence implies infinitesimal integral interaction Kock Lawvere length linear M-structure manifold material point materials with fading Math mathematical measure morphism Noll notion object pair path space placement plot Proceedings Proposition Rational Mech Regcl relation resp Reyes satisfies Schanuel second law Serrin smooth vector spaces stage n,I structure subbodies subset synthetic Synthetic Differential Geometry temperature theory thermodynamical systems topology topos unique upper potential vector spaces zero