01232nam a2200229 i 450099100440292680753620251016142608.0251016s2025 it er 001 0 ita d9788893854672Bibl. Dip.le Aggr. Matematica e Fisica - Sez. Matematicaeng515.353LC QA377AMS 35-01Gazzola, Filippo477156Advanced partial differential equations for mathematical engineers :with exercises /Filippo GazzolaBologna :Società editrice Esculapio,2025247 p. ;26 cmThe monograph contains the description of physical models leading to some partial differential equations with applications. Both linear and nonlinear equations are considered. For each differential equation the main existing features are highlighted and complemented with examples and exercises. Preliminarly, a quick survey of the needed functional analytical tools is given: Sobolev spaces, the Lax-Milgram Theorem, the Galerkin methodPartial differential equations991004402926807536Advanced partial differential equations for mathematical engineers4452401UNISALENTO