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1.	Adams R.A.	Sobolev Spaces	1975
2.	Akhiezer N.I. Glazman I.M.	Theory of Linear Operators in Hilbert Space	1993
3.	Arnold D.N.	Functional Analysis	1991
4.	Arveson W.	A Short Course on Spectral Theory	2002
5.	Arveson W.	An Invitation to C-Algebras	1976
6.	Arveson W.	Ten Lectures on Operator Algebras	1984
7.	Banach S.	Theorie des operations lineaires	n/a
8.	Birman M.S.	Estimates and asymptotics for discrete spectra of integral and differential equations	1991
9.	Birman M.S. Solomjak M.Z.	Quantitative Analysis in Sobolev Imbedding Theorems and Applications to Spectral Theory	1980
10.	Birman M.S. Solomyak M.Z.	Spectral Theory of Self-Adjoint Operators in Hilbert Space	1987
11.	Blackadar B.	K-theory for operator algebras (second edition)	1998
12.	Bochner S. Chandrasekharan K.	Fourier Transforms	1949
13.	Boutet de Monvel L. Guillemin V.	Spectral Theory of Toeplitz Operators	1981
14.	Carslaw H.S.	Introduction to the Theory of Fourier's Series and Integrals (Second Edition)	1921
15.	Choquet C. Meyer P.-A.	Existence et unicite des representations integrales dans les convexes compacts quelconques	1963
16.	Choquet G.	Le theoreme de representation integrale dans les ensembles convexes compacts	1960
17.	Christ M.	Lectures on Singular Integral Operators	1990
18.	Cigler J. Losert V. Michor P.	Banach Modules and Functors on Categories of Banach Spaces	1979
19.	Colombeau J.-F.	Elementary Introduction to New Generalized Functions	1985
20.	Curtain R.F. Pritchard A.J.	Functional Analysis in Modern Applied Mathematics	1977
21.	Davies E.	Spectral Theory and Differential Operators	1995
22.	De Reyna J.A.	Pointwise convergence of fourier series	2002
23.	Debnath L. Mikusinski P.	Introduction to Hilbert Spaces with Applications	1990
24.	Diestel J.	Geometry of Banach Spaces - Selected Topics	1975
25.	Duistermaat J.	Fourier Integral Operators	1996
26.	Engel K.-J. Nagel R.	One-Parameter Semigroups for Linear Evolution Equations	1999
27.	Farassat F.	Introductions to generalized functions with applications in aerodynamics and aeroacoustics	1994
28.	Fry R. McManus S.	Smooth bump functions and the geometry of Banach spaces	2002
29.	Gorbachuk M. Gorbachuk V.	M. G. Krein's Lectures on Entire Operators	1997
30.	Grubb G.	Functional Calculus of Pseudo-Differential Boundary Problems	1986
31.	Hagen R. Roch S. Silbermann B.	C-Algebras and Numerical Analysis	2001
32.	Helffer B. Nier F.	Hypoelliptic Estimates and Spectral Theory for Fokker-Planck Operators and Witten Laplacians	2005
33.	Hiai F. Kosaki H.	Means of Hilbert Space Operators	2003
34.	Hille E. Phillips R.S.	Functional Analysis and Semi-Groups	1957
35.	Ichor P.W.M	Functors and Categories of Banach Spaces	1978
36.	Jefferies B.	Spectral Properties of Noncommuting Operators	2004
37.	John von Neumann	Functional operators, volume 1: measures and integrals	1950
38.	Johson W.B. Lindestrauss J.	Basic concepts in the geometry of Banach spaces	2001
39.	Kadison R.V. Araki H.	C*-algebras and applications to physics	1978
40.	Kadison R.V. Ringrose J.R.	Fundamentals of the theory of operator algebras (vol. 1) Elementary Theory	1983
41.	Kolmogorov A.N. Fomin S.V.	Introductory real analysis (revised english edition)	1975
42.	Krein S.G. (ed.)	Functional analysis	1972
43.	Kuchment P.	Floquet theory for partial defferential equations	1993
44.	Lance E.C.	Hilbert C*-modules: a toolkit for operator algebraists	1995
45.	Lebesgue H.	Sur l'integration des fonctions discontinues	1910
46.	Lindenstrauss J. Tzafriri L.	Classical Banach Spaces I, II (reprint of the 1977 edition)	1977
47.	Lopez-Gomez J.	Spectral theory and nonlinear functional analysis	2001
48.	Miller W.	Lecture Notes and Background Materials on Lebesgue Theory from a Hilbert and Banach Space Perspective, Including an Application to Fractal Image Compression	2002
49.	Miller W.	Topics in harmonis analysis with applications to radar and sonar	2002
50.	Morgan C.	Combinatorial functional analysis (lecture notes)	n/a
51.	Pastur L. Figotin A.	Spectra of Random and Almost-Periodic Operators	1992
52.	Pedersen G.K.	C*-algebras and their automorphism groups	1979
53.	Phelps R.	Lectures on Choquet's Theorem (second edition)	2001
54.	Poeschel J.	Inverse Spectral Theory	1987
55.	Pugh C.C.	Real Mathematical Analysis	2002
56.	Rordam M. Stormer E.	Classification of Nuclear C*-Algebras Entropy in Operator Algebras	2002
57.	Sakai S.	C-algebras and W-algebras	1971
58.	Sarason D.	Holomorphic Spaces: A Brief and Selective Survey	1998
59.	Schechter M.	Operator methods in quantum mechanics	1981
60.	Shanin N.A.	Constructive Real Numbers and Function Spaces	1968
61.	Singer I.	Bases in Banach spaces I	1970
62.	Steinhaus H. Kaczmarz S.	Theorie der Orthogonalreihen	1936
63.	Takesaki M.	Theory of Operator Algebras I	2001
64.	Takesaki M.	Theory of Operator Algebras II	2003
65.	Takesaki M.	Theory of Operator Algebras III	2003
66.	Teschl G.	Functional analysis	2004
67.	Teschl G.	Nonlinear Functional Analysis	2005
68.	Teschl G.	Nonlinear Functional Analysis	2004
69.	Teschl G.	Schrodinger Operators	2004
70.	Vaeth M.	Volterra and integral equations of vector functions	2000

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