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The Periodic Unfolding Method: Theory and Applications to Partial Differential Problems
Doina Cioranescu
(Author)
·
Alain Damlamian
(Author)
·
Georges Griso
(Author)
·
Springer
· Hardcover
The Periodic Unfolding Method: Theory and Applications to Partial Differential Problems - Cioranescu, Doina ; Damlamian, Alain ; Griso, Georges
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Synopsis "The Periodic Unfolding Method: Theory and Applications to Partial Differential Problems"
Unfolding operators in fixed domains.- Advanced topics for unfolding.- Homogenization in fixed domains.- Unfolding operators in perforated domains.- Homogenization in perforated domains.- A Stokes problem in a partially porous medium.- Partial unfolding: a brief primer.- Oscillating boundaries.- Unfolding operators: the case of "small holes".- Homogenization in domains with "small holes".- Homogenization of an elastic thin plate.- The scale-splitting operators revisited.- * Strongly oscillating nonhomogeneous Dirichlet condition.- Some sharp error estimates
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All books in our catalog are Original.
The book is written in English.
The binding of this edition is Hardcover.
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