Describes topologically stable patterns such as vortices,disinclinations, dislocations, and domain walls in ordered media(superfluids, liquid and solid crystals, magnets). It also introducesthe basic notions of homotopic group theory and the necessaryalgebraic topology constructions. The author is one of the inventorsof topological classification of defects in a theory of ordered mediaand this classic paper provides an excellent reference text forpostgraduates and researchers.

![[PDF] Topologically stable defects and solitons in ordered media V.P. Mineev](https://digzon.com/wp-content/uploads/2024/04/2927c0aa948cc5b725a1359212508644-d.jpg)
![[PDF] Calculus of variations in mathematical physics H. A Lauwerier](https://digzon.com/wp-content/uploads/2024/04/be80132ee62fc1826d7615c98a49ed59.jpg)
![[PDF] Analysis, manifolds, and physics Yvonne Choquet-Bruhat, Cecile Dewitt-Morette](https://digzon.com/wp-content/uploads/2024/04/2dc11b002c970a9c35d951cb863631cc-d.jpg)
![[PDF] Tensors and the Clifford algebra: application to the physics of bosons and fermions Alphonse Charlier, Alain Berard, Marie-France Charlier, Daniele Fristot](https://digzon.com/wp-content/uploads/2024/04/c88292e8a0002aa49fc6e417fbe29c7e-d.jpg)
![[PDF] Differential Forms in Mathematical Physics C. von Westenholz (Eds.)](https://digzon.com/wp-content/uploads/2024/04/8e762edb7c4c4f31a84196f635e3bcf0-d.jpg)
Reviews
There are no reviews yet.