From Hahn-Banach to monotonicity /

From Hahn-Banach to monotonicity /

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Bibliographic Details
Author / Creator:	Simons, S.
Edition:	2nd, expanded ed.
Imprint:	Berlin : Springer, ©2008.
Description:	1 online resource (xiv, 244 pages) : illustrations.
Language:	English
Series:	Lecture notes in mathematics, 0075-8434 ; 1693 Lecture notes in mathematics (Springer-Verlag) ; 1693.
Subject:	Monotone operators. Monotonic functions. Maxima and minima. Duality theory (Mathematics) Banach spaces. Banach spaces. Duality theory (Mathematics) Maxima and minima. Monotone operators. Monotonic functions.
Format:	E-Resource Book
URL for this record:	http://pi.lib.uchicago.edu/1001/cat/bib/11067312

Hidden Bibliographic Details
Other uniform titles:	Simons, S. Minimax and monotonicity.
ISBN:	9781402069192 1402069197 9781402069185 1402069189
Notes:	"These notes are somewhere between a sequel to and a new edition of [Minimax and monotonicity, c1998]"--Page viii. Includes bibliographical references (pages 233-238) and index. Print version record.
Other form:	Print version: Simons, S. From Hahn-Banach to monotonicity. 2nd, expanded ed. Berlin : Springer, ©2008 9781402069185

Table of Contents:

36. Subclasses of the maximally monotone multifunctions
37. First application of Theorem 35.8: type (D) implies type (FP)
38. TCLB(E), TCLBN(B) and type (ED)
39. Second application of Theorem 35.8: type (ED) implies type (FPV)
40. Second applications of Theorem 35.8: type (ED) implies strong
41. Strong maximality and coercivity
42. Type (ED) implies type (ANA) and type (BR)
43. The closure of the range
44. The sum problem and the closure of the domain
45. The biconjugate of a maximum TCLB(E**)
46. Maximally monotone multifunctions with convex graph
47. Possibly discontinuous positive linear operators
48. Subtler properties of subdifferentials
49. Saddle functions and type (ED)
VII. The sum problem for general Banach spaces
50. Introductory comments
51. Voisei's theorem
52. Sums with normality maps
53. A theorem of Verona-Verona.