Homotopy Methods in Topological Fixed and Periodic Points Theory
0 Recensies
Gebonden
€ 120,05
Nieuwe boeken gratis bezorgd vanaf € 17,50 naar NL*
Altijd de laagste prijs voor nieuwe Nederlandstalige boeken
Ruilen of retourneren binnen 14 dagen
Samenvatting
Samenvatting
The notion of a ?xed point plays a crucial role in numerous branches of mat- maticsand its applications. Informationabout the existence of such pointsis often the crucial argument in solving a problem. In particular, topological methods of ?xed point theory have been an increasing focus of interest over the last century. These topological methods of ?xed point theory are divided, roughly speaking, into two types. The ?rst type includes such as the Banach Contraction Principle where the assumptions on the space can be very mild but a small change of the map can remove the ?xed point. The second type, on the other hand, such as the Brouwer and Lefschetz Fixed Point Theorems, give the existence of a ?xed point not only for a given map but also for any its deformations. This book is an exposition of a part of the topological ?xed and periodic point theory, of this second type, based on the notions of Lefschetz and Nielsen numbers. Since both notions are homotopyinvariants, the deformationis used as an essential method, and the assertions of theorems typically state the existence of ?xed or periodic points for every map of the whole homotopy class, we refer to them as homotopy methods of the topological ?xed and periodic point theory.Specificaties
Specificaties
ISBN
9781402039300
Genre
Verschenen
01-01-2005
Bindwijze
Gebonden
Pagina's
319 pagina's
Druk
1e
Taal
Engels
Uitgever
Auteur(s)
Formaat
24,1 cm x 16,5 cm x 2,5 cm
Gewicht
658 gram
Recensies (0)
Recensies (0)
Geen recensies beschikbaar.
