Advanced Nonlinear Studies

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Формат: Online
Язык:EN
Опубликовано: De Gruyter 2022
Предметы:
Online-ссылка:2169-0375
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institution Directory of Open Access
language EN
publishDate 2022
publishDateRange 2022
publishDateSort 2022
publisher De Gruyter
publisherStr De Gruyter
record_format ojs
spelling oai:doaj.orgir-journal:340ee43c4c9d4b73ad3f24bb26d98c372026-01-15T10:37:37ZAdvanced Nonlinear Studies2169-03751536-1365https://doaj.org/toc/2169-0375ENCC BYCC BY-NC-NDDe Gruyterhttps://www.degruyter.com/journal/key/ans/htmlhttps://www.degruyter.com/publication/journal_key/ANS/downloadAsset/ANS_Article_Processing_Charges.pdfhttps://www.degruyter.com/publication/journal_key/ANS/downloadAsset/ANS_Instructions_for_Authors.pdf2022-08-22T09:57:12Zjournalintegral and partial differential equationsdynamical systemscalculus of variationsgeometric analysisMathematicsQA1-939
spellingShingle integral and partial differential equations
dynamical systems
calculus of variations
geometric analysis
Mathematics
QA1-939
Advanced Nonlinear Studies
title Advanced Nonlinear Studies
title_full Advanced Nonlinear Studies
title_fullStr Advanced Nonlinear Studies
title_full_unstemmed Advanced Nonlinear Studies
title_short Advanced Nonlinear Studies
title_sort advanced nonlinear studies
topic integral and partial differential equations
dynamical systems
calculus of variations
geometric analysis
Mathematics
QA1-939
topic_facet integral and partial differential equations
dynamical systems
calculus of variations
geometric analysis
Mathematics
QA1-939
url 2169-0375