Springer Nature

An Invitation To Variational Methods In Differential Equations

Miglior prezzo disponibile
64,99$
Springer Nature · Spedizione gratuita
Vedi Offerta
Prezzi aggiornati
Specifiche
MarcaSpringer Nature
CondizioneNuovo
Descrizione
This little book is a revised and expanded version of one I wrote for the "VIII Latin American School of Mathematics" [29], in Portuguese, based on which I have periodically taught a topics course over the last 18 years. As the - graduate students tle suggests, it is an introductory text. It is addressed to of mathematics in the area of differential equations/nonlinear analysis and to mathematicians in other areas who would like to have a first exposure to so called variational methods and their applications to PDEs and ODEs. Afterwards, the reader can choose from some excellent and more compreh- sive texts, which already exist in the literature but require somewhat more maturity in the area. We present a cross section of the area of variational methods, with a m- imum (no "pun" intended) of material, but clearly illustrating through one or two examples each of the results that we have chosen to present. So, besides the first motivating chapter and an appendix, there are only ten short chapters (with three or, at most, four sections each) through which the reader is quickly exposed to a few basic aspects of the beautiful area of variational methods and applications to differential equations. In fact, the reader may initially skip some of the more technical proofs of the main theorems, concentrating instead on the applications that are given.

Storico prezzi

Ricevi una notifica se il prezzo scende

Ti invieremo un'email quando il prezzo di questo prodotto diminuirà.

  • Aggiornamenti dei prezzi in tempo reale
  • Oltre 50 negozi monitorati
  • Avvisi gratuiti di calo prezzo
  • Solo negozi verificati

Avvisami quando il prezzo scende sotto: 64,99$

Ho letto e accettato i informativa sulla privacy.

Prodotti simili

Una selezione di prodotti che potrebbero interessarti. Guarda tutti