Пример неединственности решения задачи Коши для системы вида u i ø v e r t = j A i j u j ø v e r x + B i j u j + f i ( i , j = 1 , 2 )

Е.М. Ландис

Matematiceskij sbornik (1950)

  • Volume: 69, Issue: 2, page 319-324
  • ISSN: 0368-8666

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Ландис, Е.М.. "Пример неединственности решения задачи Коши для системы вида ${\partial u_iøver\partial t}=\sum _j A_{ij}{\partial u_jøver\partial x}+\sum B_{ij}u_j+f_i$$(i,j=1,2)$." Matematiceskij sbornik 69.2 (1950): 319-324. <http://eudml.org/doc/65526>.

@article{Ландис1950,
author = {Ландис, Е.М.},
journal = {Matematiceskij sbornik},
keywords = {partial differential equations},
language = {rus},
number = {2},
pages = {319-324},
publisher = {Tipogr. Lissnera i Sobko},
title = {Пример неединственности решения задачи Коши для системы вида $\{\partial u_iøver\partial t\}=\sum _j A_\{ij\}\{\partial u_jøver\partial x\}+\sum B_\{ij\}u_j+f_i$$(i,j=1,2)$},
url = {http://eudml.org/doc/65526},
volume = {69},
year = {1950},
}

TY - JOUR
AU - Ландис, Е.М.
TI - Пример неединственности решения задачи Коши для системы вида ${\partial u_iøver\partial t}=\sum _j A_{ij}{\partial u_jøver\partial x}+\sum B_{ij}u_j+f_i$$(i,j=1,2)$
JO - Matematiceskij sbornik
PY - 1950
PB - Tipogr. Lissnera i Sobko
VL - 69
IS - 2
SP - 319
EP - 324
LA - rus
KW - partial differential equations
UR - http://eudml.org/doc/65526
ER -

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