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1
by Walter, Wolfgang
Published 1970
Springer Berlin Heidelberg
Table of Contents: “...I Volterra.Integral Equations -- 1. Monotone Kernels -- 2. Remarks on the Existence Problem...”
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2
by Alfsen, Erik M.
Published 1971
Springer Berlin Heidelberg
Table of Contents: “... Compact Convex Set -- § 2. Weak Integrals, Moments and Barycenters -- § 3. Comparison of Measures on a...”
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3
by Gunning, Robert C.
Published 1976
Springer Berlin Heidelberg
Table of Contents: “... Tori -- § 2. Complex Analytic Vector Bundles and the Example of Line Bundles of Divisors -- § 3...”
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4
by Giaquinta, Mariano, Modica, Guiseppe, Soucek, Jiri
Published 1998
Springer Berlin Heidelberg
Table of Contents: “...1. Regular Variational Integrals -- 2. Finite Elasticity and Weak Diffeomorphisms -- 3...”
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5
by Bergman, Stefan
Published 1961
Springer Berlin Heidelberg
Table of Contents: “...) X · ? ? + C (r2) ? = 0 -- § 2. A series expansion for solutions of the equation ?3? + A (r2) X...”
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6
by Rickman, Seppo
Published 1993
Springer Berlin Heidelberg
Table of Contents: “.... Examples -- 4. Discrete Open Mappings -- II. Inequalities for Moduli of Path Families -- 1. Modulus of a...”
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7
by Miranda, C.
Published 1970
Springer Berlin Heidelberg
Table of Contents: “...33. Orders of magnitude of the successive derivatives of a function and of their HÖLDER...”
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8
by Day, Mahlon M.
Published 1973
Springer Berlin Heidelberg
Table of Contents: “...I. Linear Spaces -- II. Normed Linear Spaces -- III. Completeness, Compactness, and Reflexivity...”
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9
by Cesari, Lamberto
Published 1971
Springer Berlin Heidelberg
Table of Contents: “... on the concept of stability -- § 2. Linear systems with constant coefficients -- II. General linear systems...”
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10
by Cesari, Lamberto
Published 1963
Springer Berlin Heidelberg
Table of Contents: “... on the concept of stability -- § 2. Linear systems with constant coefficients -- II. Genes al linear systems...”
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11
by Putnam, Calvin R.
Published 1967
Springer Berlin Heidelberg
Table of Contents: “... Introduction -- 4.2 Unitary groups itP and eisQ -- 4.3 Von Neumann’s theorem -- 4.4 The equation AA* = A*A+I...”
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12
by Strebel, K.
Published 1984
Springer Berlin Heidelberg
Table of Contents: “...I. Background Material on Riemann Surfaces -- II. Quadratic Differentials -- III. Local Behaviour...”