Matrix Methods in Analysis

Main
Mathematics
Matrix Methods in Analysis

Matrix Methods in Analysis

Piotr Antosik, Charles Swartz (auth.)

0 / 0

এই বইটি আপনার কতটা পছন্দ?

ফাইলের মান কিরকম?

মান নির্ণয়ের জন্য বইটি ডাউনলোড করুন

ডাউনলোড করা ফাইলগুলির মান কিরকম?

ক্যাটাগোরিগুলো:

সাল:

1985

সংস্করণ:

1

প্রকাশক:

Springer-Verlag Berlin Heidelberg

ভাষা:

english

পৃষ্ঠা:

118

ISBN 10:

0387151850

ISBN 13:

9780387151854

বইয়ের সিরিজ:

Lecture Notes in Mathematics 1113

ফাইল:

DJVU, 542 KB

IPFS:

,

english, 1985

কপিরাইট ধারকের অভিযোগের কারণে এই বইটির ডাউনলোড অনুপলব্ধ

Beware of he who would deny you access to information, for in his heart he dreams himself your master

— Pravin Lal

আপনি আগ্রহী হতে পারেন

Orlicz L. — Commentationes Mathematicae

Musielak J., et al. (eds.) — Commentationes mathematicae: Tomus specialis in honorem L.Orlicz 1

W.A.J. Luxemburg — Banach Function Spaces [PhD Thesis]

Joseph Diestel — GTM92-Sequences And Series In Banach Spaces1984

Luxemburg W.A.J — Banach function spaces

Musielak J., et al. (eds.) — Function Spaces, 3 intern. conf. to the memory of W.Orlicz, Poznan, 1992

Mohammad Mursaleen (Author); Feyzi Başar (Author) — Sequence Spaces-Topics in Modern Summability Theory

Helmut Heinrich Schaefer — Topological vector spaces

Aron R. M. (Ed) — Vector Space Measures and Applications II

L. Egghe — Stopping time techniques for analysts and probabilists

John R. Giles — Introduction to the Analysis of Metric Spaces

Alexander Grothendieck; Orlando Chaljub (Translator) — Topological Vector Spaces

Pei-Kee Lin (auth.) — Köthe-Bochner Function Spaces

Joseph Diestel, John Jerry Uhl — Vector measures

William H. Graves — On the Theory of Vector Measures

Lin B.-L., Johnson W.B. (eds.) — Banach Spaces

Simon N. Chandler-wilde, Marko Lindner — Limit operators, collective compactness, and the spectral theory of infinite matrices

M.M. Rao, Z.D. Ren — Theory of Orlicz spaces

Charles Swartz — An introduction to functional analysis

Burgin, Mark Semenovich — Semitopological vector spaces : hypernorms, hyperseminorms, and operators

Pei-Kee Lin — Köthe-Bochner Function Spaces

Mark Burgin — Semitopological Vector Spaces: Hypernorms, Hyperseminorms, and Operators

Kyril Tintarev, Karl-heinz Fieseler — Concentration compactness: functional-analytic grounds and applications

Christian Clason — Introduction to Functional Analysis

Guillermo P. Curbera, Gerd Mockenhaupt, Werner J. Ricker — Vector Measures, Integration and Related Topics (Operator Theory: Advances and Applications)

Florescu L.C., Godet-Thobie C. — Young Measures and Compactness in Measure Spaces

Liviu C. Florescu; Christiane Godet-Thobie — Young Measures and Compactness in Measure Spaces

Cyril Tintarev — Concentration Compactness: Functional-Analytic Theory of Concentration Phenomena

R.M. Aron, S. Dineen — Vector Space Measures and Applications II

J.M. Belley, J. Dubois, P. Morales — Measure Theory and its Applications

Orlicz L. — Commentationes mathematicae 2

Władysław Orlicz — Linear Functional Analysis

Swartz C. — Infinite matrices and the gliding hump

Charles Swartz — Multiplier convergent series

Charles Swartz — Abstract Duality Pairs in Analysis