Khatskevich, Victor: Differentiable operators and nonlinear equations
/ Victor Khatskevich ; David Shoiykhet. Transl. from the Russ. by Mircea Martin. - Basel : Birkhäuser, 1994. - X, 280 S.; 24 cm - (Operator theory; Vol. 66)
ISBN 978-3-7643-2929-7 / 3-7643-2929-7 Pp. : sfr 148.00
Literaturverz. S. 267 - 275
Quelle: DNB
Function spaces, differential operators and nonlinear analysis
: the Hans Triebel anniversary volume / Dorothee Haroske ... eds. - 1. Aufl. - Basel : Birkhäuser, 2003. - XII, 474 S. : graph. Darst.; 24 cm
ISBN 978-3-7643-6935-4 / 3-7643-6935-3 Pp. : EUR 94.16
Quelle: DNB
Chang, Kung-ching: Methods in nonlinear analysis
/ Kung-Ching Chang. - Berlin : Springer, 2005. - IX, 439 S. : graph. Darst.; 24 cm - (Springer monographs in mathematics)
ISBN 978-3-540-24133-1 / 3-540-24133-7 Pp. : EUR 74.85 (freier Pr.), sfr 123.50 (freier Pr.)
Literaturverz. S. 425 - 439
Quelle: DNB Verlagsmeldungen
Drábek, Pavel: Methods of nonlinear analysis
: applications to differential equations / Pavel Drábek ; Jaroslav Milota. - Basel : Birkhäuser, 2007. - XII, 568 S. : graph. Darst.; 24 cm - (Birkhäuser advanced texts)
ISBN 978-3-7643-8146-2 / 3-7643-8146-9 Pp. : EUR 74.79 (freier Pr.)
Literaturverz. S. 561 - 568
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Aubin, Jean-Pierre: Optima and equilibria
: an introduction to nonlinear analysis / Jean-Pierre Aubin. Transl. from the French by Stephen Wilson. - Berlin : Springer, 1993. - XVI, 417 S. : graph. Darst.; 25 cm - (Graduate texts in mathematics; 140)
ISBN 978-3-540-52121-1 / 3-540-52121-6 Pp. : DM 88.00
Literaturverz. S. 409 - 411
Quelle: DNB