info:eu-repo/semantics/article
Deformaciones isométricas infinitesimales de superficies multidimensionales ensambladas
Deformaciones isométricas infinitesimales de superficies multidimensionales ensambladas
Registro en:
10.15517/rmta.v8i1.195
Autor
Markov, Pavel
Trejos, Olman
Institución
Resumen
The article introduces the concept of multidimensional pasted surfaces and considers the case of different dimensions in the surfaces to be pasted. Infinitesimal deformations of such surfaces are also considered. In a general way, it is proved that, if the surface pieces have first order infinitesimal rigidity, then the pasted surface contains infinitesimal rigidity of first order. Se introduce el concepto de superficies multidimensionales ensambladas y no se descarta el caso cuando los trozos de las superficies a ensamblar tienen diferentes dimensiones. Se consideran deformaciones infintesimales de estas superficies. En forma muy general, se demuestra que si los trozos de superficies contienen rigidez infinitesimal de primer grado, entonces la superficie ensamblada contiene rigidez infitesimal de primer grado.
Materias
Ítems relacionados
Mostrando ítems relacionados por Título, autor o materia.
-
Deformaciones isométricas infinitesimales de una clase de superficies pegadas
Trejos, Olman (2009-02-20)In this work the sufficient condition of rigidity of a stuck 4-dimensional surface inthe Euclidean 6-dimensional space is demonstrated. This surface represents in himself,the product of Riemann of two surfaces, each one ... -
Deformaciones isométricas infinitesimales de una clase de superficies pegadas
Trejos, Olman (2009-02-20)In this work the sufficient condition of rigidity of a stuck 4-dimensional surface inthe Euclidean 6-dimensional space is demonstrated. This surface represents in himself,the product of Riemann of two surfaces, each one ...