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Grundlehren der mathematischen Wissenschaften, A Series of Comprehensive Studies in Mathematics
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Absolute Analysis / Frithjof Nevanlinna / Berlin ; Heidelberg (DEU) ; New York ; Bâle (CHE) : Springer (1973)
Titre : Absolute Analysis Type de document : document électronique Auteurs : Frithjof Nevanlinna ; Rolf Nevanlinna ; SpringerLink (Online service) Editeur : Berlin ; Heidelberg (DEU) ; New York ; Bâle (CHE) : Springer Année de publication : 1973 Collection : Grundlehren der mathematischen Wissenschaften, A Series of Comprehensive Studies in Mathematics, ISSN 0072-7830 num. 102 Importance : VIII, 272 p Présentation : online resource ISBN/ISSN/EAN : 978-3-662-00249-0 Langues : Anglais (eng) Tags : Popular works Mathematical analysis Analysis Mathematics Popular Science Popular Science in Mathematics Résumé : The first edition of this book, published in German, came into being as the result of lectures which the authors held over a period of several years since 1953 at the Universities of Helsinki and Zurich. The Introduction, which follows, provides information on what moti vated our presentation of an absolute, coordinate- and dimension-free infinitesimal calculus. Little previous knowledge is presumed of the reader. It can be recom mended to students familiar with the usual structure, based on co ordinates, of the elements of analytic geometry, differential and integral calculus and of the theory of differential equations. We are indebted to H. Keller, T. Klemola, T. Nieminen, Ph. Tondeur and K. 1. Virtanen, who read our presentation in our first manuscript, for important critical remarks. The present new English edition deviates at several points from the first edition (d. Introduction). Professor I. S. Louhivaara has from the beginning to the end taken part in the production of the new edition and has advanced our work by suggestions on both content and form. For his important support we wish to express our hearty thanks. We are indebted also to W. Greub and to H. Haahti for various valuable remarks. Our manuscript for this new edition has been translated into English by Doctor P. Emig. We express to him our gratitude for his careful interest and skillful attention during this work Note de contenu : I. Linear Algebra -- § 1. The Linear Space with Real Multiplier Domain -- § 2. Finite Dimensional Linear Spaces -- § 3. Linear Mappings -- § 4. Bilinear and Quadratic Functions -- § 5. Multilinear Functions -- § 6. Metrization of Affine Spaces -- II. Differential Calculus -- § 1. Derivatives and Differentials -- § 2. Taylor?s Formula -- § 3. Partial Differentiation -- § 4. Implicit Functions -- III. Integral Calculus -- § 1. The Affine Integral -- § 2. Theorem of Stokes -- § 3. Applications of Stokes?s Theorem -- IV. Differential Equations -- § 1. Normal Systems -- § 2. The General Differential Equation of First Order -- § 3. The Linear Differential Equation of Order One -- V. Theory of Curves and Surfaces -- § 1. Regular Curves and Surfaces -- § 2. Curve Theory -- § 3. Surface Theory -- § 4. Vectors and Tensors -- § 5 Integration of the Derivative Formulas -- § 6. Theorema Egregium -- § 7. Parallel Translation -- § 8. The Gauss-Bonnet Theorem -- VI. Riemannian Geometry -- § 1. Affine Differential Geometry -- § 2. Riemannian Geometry Permalink : https://genes.bibli.fr/index.php?lvl=notice_display&id=129137 Absolute Analysis [document électronique] / Frithjof Nevanlinna ; Rolf Nevanlinna ; SpringerLink (Online service) . - Berlin ; Heidelberg (DEU) ; New York ; Bâle (CHE) : Springer, 1973 . - VIII, 272 p : online resource. - (Grundlehren der mathematischen Wissenschaften, A Series of Comprehensive Studies in Mathematics, ISSN 0072-7830; 102) .
ISBN : 978-3-662-00249-0
Langues : Anglais (eng)
Tags : Popular works Mathematical analysis Analysis Mathematics Popular Science Popular Science in Mathematics Résumé : The first edition of this book, published in German, came into being as the result of lectures which the authors held over a period of several years since 1953 at the Universities of Helsinki and Zurich. The Introduction, which follows, provides information on what moti vated our presentation of an absolute, coordinate- and dimension-free infinitesimal calculus. Little previous knowledge is presumed of the reader. It can be recom mended to students familiar with the usual structure, based on co ordinates, of the elements of analytic geometry, differential and integral calculus and of the theory of differential equations. We are indebted to H. Keller, T. Klemola, T. Nieminen, Ph. Tondeur and K. 1. Virtanen, who read our presentation in our first manuscript, for important critical remarks. The present new English edition deviates at several points from the first edition (d. Introduction). Professor I. S. Louhivaara has from the beginning to the end taken part in the production of the new edition and has advanced our work by suggestions on both content and form. For his important support we wish to express our hearty thanks. We are indebted also to W. Greub and to H. Haahti for various valuable remarks. Our manuscript for this new edition has been translated into English by Doctor P. Emig. We express to him our gratitude for his careful interest and skillful attention during this work Note de contenu : I. Linear Algebra -- § 1. The Linear Space with Real Multiplier Domain -- § 2. Finite Dimensional Linear Spaces -- § 3. Linear Mappings -- § 4. Bilinear and Quadratic Functions -- § 5. Multilinear Functions -- § 6. Metrization of Affine Spaces -- II. Differential Calculus -- § 1. Derivatives and Differentials -- § 2. Taylor?s Formula -- § 3. Partial Differentiation -- § 4. Implicit Functions -- III. Integral Calculus -- § 1. The Affine Integral -- § 2. Theorem of Stokes -- § 3. Applications of Stokes?s Theorem -- IV. Differential Equations -- § 1. Normal Systems -- § 2. The General Differential Equation of First Order -- § 3. The Linear Differential Equation of Order One -- V. Theory of Curves and Surfaces -- § 1. Regular Curves and Surfaces -- § 2. Curve Theory -- § 3. Surface Theory -- § 4. Vectors and Tensors -- § 5 Integration of the Derivative Formulas -- § 6. Theorema Egregium -- § 7. Parallel Translation -- § 8. The Gauss-Bonnet Theorem -- VI. Riemannian Geometry -- § 1. Affine Differential Geometry -- § 2. Riemannian Geometry Permalink : https://genes.bibli.fr/index.php?lvl=notice_display&id=129137 Abstract Harmonic Analysis / Edwin Hewitt / Berlin ; Heidelberg (DEU) ; New York ; Bâle (CHE) : Springer (1970)
Titre : Abstract Harmonic Analysis : Volume II: Structure and Analysis for Compact Groups Analysis on Locally Compact Abelian Groups Type de document : document électronique Auteurs : Edwin Hewitt ; Kenneth A. Ross ; SpringerLink (Online service) Editeur : Berlin ; Heidelberg (DEU) ; New York ; Bâle (CHE) : Springer Année de publication : 1970 Collection : Grundlehren der mathematischen Wissenschaften, A Series of Comprehensive Studies in Mathematics, ISSN 0072-7830 num. 152 Importance : IX, 774 p Présentation : online resource ISBN/ISSN/EAN : 978-3-662-26755-4 Langues : Anglais (eng) Tags : Mathematics Harmonic analysis Abstract Harmonic Analysis Résumé : This book is a continuation of Volume I of the same title [Grund lehren der mathematischen Wissenschaften, Band 115 ]. We constantly 1 1. The textbook Real and cite definitions and results from Volume abstract analysis by E. HEWITT and K. R. STROMBERG [Berlin · Gottin gen ·Heidelberg: Springer-Verlag 1965], which appeared between the publication of the two volumes of this work, contains many standard facts from analysis. We use this book as a convenient reference for such facts, and denote it in the text by RAAA. Most readers will have only occasional need actually to read in RAAA. Our goal in this volume is to present the most important parts of harmonic analysis on compact groups and on locally compact Abelian groups. We deal with general locally compact groups only where they are the natural setting for what we are considering, or where one or another group provides a useful counterexample. Readers who are interested only in compact groups may read as follows: § 27, Appendix D, §§ 28-30 [omitting subheads (30.6)-(30.60)ifdesired], (31.22)-(31.25), §§ 32, 34-38, 44. Readers who are interested only in locally compact Abelian groups may read as follows: §§ 31-33, 39-42, selected Mis cellaneous Theorems and Examples in §§34-38. For all readers, § 43 is interesting but optional. Obviously we have not been able to cover all of harmonic analysis Note de contenu : Seven: Representations and duality of compact groups -- Eight: Fourier transforms -- Nine: Analysis on compact groups -- Ten: Spectral synthesis -- Eleven: Miscellany -- Appendix D: Tensor products and von Neumann norms -- Appendix E: Miscellaneous facts from functional analysis -- Addendum to Volume I -- Index of symbols -- Index of authors and terms Permalink : https://genes.bibli.fr/index.php?lvl=notice_display&id=129433 Abstract Harmonic Analysis : Volume II: Structure and Analysis for Compact Groups Analysis on Locally Compact Abelian Groups [document électronique] / Edwin Hewitt ; Kenneth A. Ross ; SpringerLink (Online service) . - Berlin ; Heidelberg (DEU) ; New York ; Bâle (CHE) : Springer, 1970 . - IX, 774 p : online resource. - (Grundlehren der mathematischen Wissenschaften, A Series of Comprehensive Studies in Mathematics, ISSN 0072-7830; 152) .
ISBN : 978-3-662-26755-4
Langues : Anglais (eng)
Tags : Mathematics Harmonic analysis Abstract Harmonic Analysis Résumé : This book is a continuation of Volume I of the same title [Grund lehren der mathematischen Wissenschaften, Band 115 ]. We constantly 1 1. The textbook Real and cite definitions and results from Volume abstract analysis by E. HEWITT and K. R. STROMBERG [Berlin · Gottin gen ·Heidelberg: Springer-Verlag 1965], which appeared between the publication of the two volumes of this work, contains many standard facts from analysis. We use this book as a convenient reference for such facts, and denote it in the text by RAAA. Most readers will have only occasional need actually to read in RAAA. Our goal in this volume is to present the most important parts of harmonic analysis on compact groups and on locally compact Abelian groups. We deal with general locally compact groups only where they are the natural setting for what we are considering, or where one or another group provides a useful counterexample. Readers who are interested only in compact groups may read as follows: § 27, Appendix D, §§ 28-30 [omitting subheads (30.6)-(30.60)ifdesired], (31.22)-(31.25), §§ 32, 34-38, 44. Readers who are interested only in locally compact Abelian groups may read as follows: §§ 31-33, 39-42, selected Mis cellaneous Theorems and Examples in §§34-38. For all readers, § 43 is interesting but optional. Obviously we have not been able to cover all of harmonic analysis Note de contenu : Seven: Representations and duality of compact groups -- Eight: Fourier transforms -- Nine: Analysis on compact groups -- Ten: Spectral synthesis -- Eleven: Miscellany -- Appendix D: Tensor products and von Neumann norms -- Appendix E: Miscellaneous facts from functional analysis -- Addendum to Volume I -- Index of symbols -- Index of authors and terms Permalink : https://genes.bibli.fr/index.php?lvl=notice_display&id=129433 Abstract Harmonic Analysis / Edwin Hewitt / Berlin ; Heidelberg (DEU) ; New York ; Bâle (CHE) : Springer (1970)
Titre : Abstract Harmonic Analysis : Volume II Structure and Analysis for Compact Groups Analysis on Locally Compact Abelian Groups Type de document : document électronique Auteurs : Edwin Hewitt ; Kenneth A. Ross ; SpringerLink (Online service) Editeur : Berlin ; Heidelberg (DEU) ; New York ; Bâle (CHE) : Springer Année de publication : 1970 Collection : Grundlehren der mathematischen Wissenschaften, A Series of Comprehensive Studies in Mathematics, ISSN 0072-7830 num. 152 Importance : X, 771p Présentation : online resource ISBN/ISSN/EAN : 978-3-642-62008-9 Langues : Anglais (eng) Tags : Mathematics Harmonic analysis Abstract Harmonic Analysis Résumé : This book is a continuation of vol. I (Grundlehren vol. 115, also available in softcover), and contains a detailed treatment of some important parts of harmonic analysis on compact and locally compact abelian groups. From the reviews: "This work aims at giving a monographic presentation of abstract harmonic analysis, far more complete and comprehensive than any book already existing on the subject...in connection with every problem treated the book offers a many-sided outlook and leads up to most modern developments. Carefull attention is also given to the history of the subject, and there is an extensive bibliography...the reviewer believes that for many years to come this will remain the classical presentation of abstract harmonic analysis." Publicationes Mathematicae Permalink : https://genes.bibli.fr/index.php?lvl=notice_display&id=128835 Abstract Harmonic Analysis : Volume II Structure and Analysis for Compact Groups Analysis on Locally Compact Abelian Groups [document électronique] / Edwin Hewitt ; Kenneth A. Ross ; SpringerLink (Online service) . - Berlin ; Heidelberg (DEU) ; New York ; Bâle (CHE) : Springer, 1970 . - X, 771p : online resource. - (Grundlehren der mathematischen Wissenschaften, A Series of Comprehensive Studies in Mathematics, ISSN 0072-7830; 152) .
ISBN : 978-3-642-62008-9
Langues : Anglais (eng)
Tags : Mathematics Harmonic analysis Abstract Harmonic Analysis Résumé : This book is a continuation of vol. I (Grundlehren vol. 115, also available in softcover), and contains a detailed treatment of some important parts of harmonic analysis on compact and locally compact abelian groups. From the reviews: "This work aims at giving a monographic presentation of abstract harmonic analysis, far more complete and comprehensive than any book already existing on the subject...in connection with every problem treated the book offers a many-sided outlook and leads up to most modern developments. Carefull attention is also given to the history of the subject, and there is an extensive bibliography...the reviewer believes that for many years to come this will remain the classical presentation of abstract harmonic analysis." Publicationes Mathematicae Permalink : https://genes.bibli.fr/index.php?lvl=notice_display&id=128835 Algebra II Ring Theory / Carl Faith ; SpringerLink (Online service) / Berlin ; Heidelberg (DEU) ; New York ; Bâle (CHE) : Springer (1976)
Titre : Algebra II Ring Theory Type de document : document électronique Auteurs : Carl Faith ; SpringerLink (Online service) Editeur : Berlin ; Heidelberg (DEU) ; New York ; Bâle (CHE) : Springer Année de publication : 1976 Collection : Grundlehren der mathematischen Wissenschaften, A Series of Comprehensive Studies in Mathematics, ISSN 0072-7830 num. 191 Importance : XVIII, 304 p Présentation : online resource ISBN/ISSN/EAN : 978-3-642-65321-6 Langues : Anglais (eng) Tags : Mathematics Algebra Note de contenu : to Volume II -- V. Ring Theory -- 17. Modules of Finite Length and their Endomorphism Rings -- 18. Semilocal Rings and the Jacobson Radical -- 19. Quasinjective Modules and Selfinjective Rings -- 20. Direct Sum Representations of Rings and Modules -- 21. Azumaya Diagrams -- 22. Projective Covers and Perfect Rings -- 23. Morita Duality -- 24. Quasi-Frobenius Rings -- 25. Sigma Cyclic and Serial Rings -- 26. Semiprimitive Rings, Semiprime Rings, and the Nil Radical -- Register of Names Permalink : https://genes.bibli.fr/index.php?lvl=notice_display&id=128862 Algebra II Ring Theory [document électronique] / Carl Faith ; SpringerLink (Online service) . - Berlin ; Heidelberg (DEU) ; New York ; Bâle (CHE) : Springer, 1976 . - XVIII, 304 p : online resource. - (Grundlehren der mathematischen Wissenschaften, A Series of Comprehensive Studies in Mathematics, ISSN 0072-7830; 191) .
ISBN : 978-3-642-65321-6
Langues : Anglais (eng)
Tags : Mathematics Algebra Note de contenu : to Volume II -- V. Ring Theory -- 17. Modules of Finite Length and their Endomorphism Rings -- 18. Semilocal Rings and the Jacobson Radical -- 19. Quasinjective Modules and Selfinjective Rings -- 20. Direct Sum Representations of Rings and Modules -- 21. Azumaya Diagrams -- 22. Projective Covers and Perfect Rings -- 23. Morita Duality -- 24. Quasi-Frobenius Rings -- 25. Sigma Cyclic and Serial Rings -- 26. Semiprimitive Rings, Semiprime Rings, and the Nil Radical -- Register of Names Permalink : https://genes.bibli.fr/index.php?lvl=notice_display&id=128862 Algebra / Carl Faith / Berlin ; Heidelberg (DEU) ; New York ; Bâle (CHE) : Springer (1973)
Titre : Algebra : Rings, Modules and Categories I Type de document : document électronique Auteurs : Carl Faith ; SpringerLink (Online service) Editeur : Berlin ; Heidelberg (DEU) ; New York ; Bâle (CHE) : Springer Année de publication : 1973 Collection : Grundlehren der mathematischen Wissenschaften, A Series of Comprehensive Studies in Mathematics, ISSN 0072-7830 num. 190 Importance : XXIV, 568 p Présentation : online resource ISBN/ISSN/EAN : 978-3-642-80634-6 Langues : Anglais (eng) Tags : Mathematics Algebra Résumé : VI of Oregon lectures in 1962, Bass gave simplified proofs of a number of "Morita Theorems", incorporating ideas of Chase and Schanuel. One of the Morita theorems characterizes when there is an equivalence of categories mod-A R::! mod-B for two rings A and B. Morita's solution organizes ideas so efficiently that the classical Wedderburn-Artin theorem is a simple consequence, and moreover, a similarity class [AJ in the Brauer group Br(k) of Azumaya algebras over a commutative ring k consists of all algebras B such that the corresponding categories mod-A and mod-B consisting of k-linear morphisms are equivalent by a k-linear functor. (For fields, Br(k) consists of similarity classes of simple central algebras, and for arbitrary commutative k, this is subsumed under the Azumaya [51]1 and Auslander-Goldman [60J Brauer group. ) Numerous other instances of a wedding of ring theory and category (albeit a shot gun wedding!) are contained in the text. Furthermore, in. my attempt to further simplify proofs, notably to eliminate the need for tensor products in Bass's exposition, I uncovered a vein of ideas and new theorems lying wholely within ring theory. This constitutes much of Chapter 4 -the Morita theorem is Theorem 4. 29-and the basis for it is a corre spondence theorem for projective modules (Theorem 4. 7) suggested by the Morita context. As a by-product, this provides foundation for a rather complete theory of simple Noetherian rings-but more about this in the introduction Note de contenu : to Volume -- Foreword on Set Theory -- I Introduction to the Operations: Monoid, Semigroup, Group, Category, Ring, and Module -- 1. Operations: Monoid, Semigroup, Group, and Category -- 2. Product and Coproduct -- 3. Ring and Module -- 4. Correspondence Theorems for Projective Modules and the Structure of Simple Noetherian Rings -- 5. Limits, Adjoints, and Algebras -- 6. Abelian Categories -- II Structure of Noetherian Semiprime Rings -- 7. General Wedderburn Theorems -- 8. Semisimple Modules and Homological Dimension -- 9. Noetherian Semiprime Rings -- 10. Orders in Semilocal Matrix Rings -- III Tensor Algebra -- 11. Tensor Products and Flat Modules -- 12. Morita Theorems and the Picard Group -- 13. Algebras over Fields -- IV Structure of Abelian Categories -- 14. Grothendieck Categories -- 15. Quotient Categories and Localizing Functors -- 16. Torsion Theories, Radicals, and Idempotent, Topologizing, and Multiplicative Sets Permalink : https://genes.bibli.fr/index.php?lvl=notice_display&id=128989 Algebra : Rings, Modules and Categories I [document électronique] / Carl Faith ; SpringerLink (Online service) . - Berlin ; Heidelberg (DEU) ; New York ; Bâle (CHE) : Springer, 1973 . - XXIV, 568 p : online resource. - (Grundlehren der mathematischen Wissenschaften, A Series of Comprehensive Studies in Mathematics, ISSN 0072-7830; 190) .
ISBN : 978-3-642-80634-6
Langues : Anglais (eng)
Tags : Mathematics Algebra Résumé : VI of Oregon lectures in 1962, Bass gave simplified proofs of a number of "Morita Theorems", incorporating ideas of Chase and Schanuel. One of the Morita theorems characterizes when there is an equivalence of categories mod-A R::! mod-B for two rings A and B. Morita's solution organizes ideas so efficiently that the classical Wedderburn-Artin theorem is a simple consequence, and moreover, a similarity class [AJ in the Brauer group Br(k) of Azumaya algebras over a commutative ring k consists of all algebras B such that the corresponding categories mod-A and mod-B consisting of k-linear morphisms are equivalent by a k-linear functor. (For fields, Br(k) consists of similarity classes of simple central algebras, and for arbitrary commutative k, this is subsumed under the Azumaya [51]1 and Auslander-Goldman [60J Brauer group. ) Numerous other instances of a wedding of ring theory and category (albeit a shot gun wedding!) are contained in the text. Furthermore, in. my attempt to further simplify proofs, notably to eliminate the need for tensor products in Bass's exposition, I uncovered a vein of ideas and new theorems lying wholely within ring theory. This constitutes much of Chapter 4 -the Morita theorem is Theorem 4. 29-and the basis for it is a corre spondence theorem for projective modules (Theorem 4. 7) suggested by the Morita context. As a by-product, this provides foundation for a rather complete theory of simple Noetherian rings-but more about this in the introduction Note de contenu : to Volume -- Foreword on Set Theory -- I Introduction to the Operations: Monoid, Semigroup, Group, Category, Ring, and Module -- 1. Operations: Monoid, Semigroup, Group, and Category -- 2. Product and Coproduct -- 3. Ring and Module -- 4. Correspondence Theorems for Projective Modules and the Structure of Simple Noetherian Rings -- 5. Limits, Adjoints, and Algebras -- 6. Abelian Categories -- II Structure of Noetherian Semiprime Rings -- 7. General Wedderburn Theorems -- 8. Semisimple Modules and Homological Dimension -- 9. Noetherian Semiprime Rings -- 10. Orders in Semilocal Matrix Rings -- III Tensor Algebra -- 11. Tensor Products and Flat Modules -- 12. Morita Theorems and the Picard Group -- 13. Algebras over Fields -- IV Structure of Abelian Categories -- 14. Grothendieck Categories -- 15. Quotient Categories and Localizing Functors -- 16. Torsion Theories, Radicals, and Idempotent, Topologizing, and Multiplicative Sets Permalink : https://genes.bibli.fr/index.php?lvl=notice_display&id=128989 Algebraic Complexity Theory / Peter Bürgisser / Berlin ; Heidelberg (DEU) ; New York ; Bâle (CHE) : Springer (1997)
PermalinkAlgebraic Number Theory / Jürgen Neukirch / Berlin ; Heidelberg (DEU) ; New York ; Bâle (CHE) : Springer (1999)
PermalinkAlgebraic Operads / Jean-Louis Loday / Berlin ; Heidelberg (DEU) ; New York ; Bâle (CHE) : Springer (2012)
PermalinkAlgebraic Systems / Anatolij Ivanovič Malʹcev / Berlin ; Heidelberg (DEU) ; New York ; Bâle (CHE) : Springer (1973)
PermalinkAn Introduction to the Theory of Multipliers / Ronald Larsen / Berlin ; Heidelberg (DEU) ; New York ; Bâle (CHE) : Springer (1971)
PermalinkAnalysis and Geometry of Markov Diffusion Operators / Dominique Bakry / Berlin ; Heidelberg (DEU) ; New York ; Bâle (CHE) : Springer (2014)
PermalinkAnalytic Functions / Rolf Nevanlinna / Berlin ; Heidelberg (DEU) ; New York ; Bâle (CHE) : Springer (1970)
PermalinkAnalytic Inequalities / Dragoslav S. Mitrinović / Berlin ; Heidelberg (DEU) ; New York ; Bâle (CHE) : Springer (1970)
PermalinkAnalytic Partial Differential Equations / François Trèves / Berlin ; Heidelberg (DEU) ; New York ; Bâle (CHE) : Springer (2022)
PermalinkApproximation of Functions of Several Variables and Imbedding Theorems / Sergei Mihailovic Nikol'skii / Berlin ; Heidelberg (DEU) ; New York ; Bâle (CHE) : Springer (1975)
PermalinkArithmetic Functions and Integer Products / Peter D. T. A. Elliott / Berlin ; Heidelberg (DEU) ; New York ; Bâle (CHE) : Springer (1985)
PermalinkArithmetical Functions / Komaravolu Chandrasekharan / Berlin ; Heidelberg (DEU) ; New York ; Bâle (CHE) : Springer (1970)
PermalinkArrangements of hyperplanes / Peter Orlik / Berlin ; Heidelberg (DEU) ; New York ; Bâle (CHE) : Springer (1992)
PermalinkArrangements of Hyperplanes / Peter Orlik / Berlin ; Heidelberg (DEU) ; New York ; Bâle (CHE) : Springer (1992)
PermalinkBaer ?-Rings / Sterling K. Berberian / Berlin ; Heidelberg (DEU) ; New York ; Bâle (CHE) : Springer (1972)
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2196-9701
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0072-7830
A Series of Comprehensive Studies in Mathematics
In Einzeldarstellungen mit Besonderer Berücksichtigung der Anwendungsgebiete