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dedoda
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A Practical Guide to Boundary Element Methods with the Software Library BEMLIB
by C. Pozrikidis
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by C. Pozrikidis
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Basic Operator Theory
by Israel Gohberg, Seymour Goldberg
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by Israel Gohberg, Seymour Goldberg
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Asymptotic Theory of Finite Dimensional Normed Spaces: Isoperimetric Inequalities in Riemannian Manifolds
by Vitali D. Milman (Author), Gideon Schechtman
by Vitali D. Milman (Author), Gideon Schechtman
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nonnormal operatos
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nonnormal operatos
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nonmormal operators
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لكنه يوجد مواضيع تتحدث عنه مثل هذا الكتاب
M.G. Kreins's Lectures on Entire Operators Operator Theory: Advances and Applications
by Miroslav Gorbachuk (Editor), Valentina Gorbachuk
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يا صديقي لا توجد كتب حول هذا الموضوع بحد عينه لحد علمي
لكنه يوجد مواضيع تتحدث عنه مثل هذا الكتاب
M.G. Kreins's Lectures on Entire Operators Operator Theory: Advances and Applications
by Miroslav Gorbachuk (Editor), Valentina Gorbachuk
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BEST APPROXIMATION FOR NONCONVEX SET IN q-NORMED SPACE 1. Introduction
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Finite Difference Methods in Financial Engineering: A Partial Differential Equation Approach (The Wiley Finance Series) Hardcover
by Daniel J. Duffy
Product Details
Hardcover: 440 pages
Publisher: Wiley May 23, 2006
Language: English
ISBN-10: 0470858826
ISBN-13: 978-0470858820
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ضروووووووووووووووووووووووووري جدا غدا امتحاني اريد الكتاب نفسوووووووووو مو الحلول
Namerobability & statistics for engineers & scientists
Authors:walpole r.myers s.myres k.ye
Publisher: Prentice Hall
Number Of Pages: 285
Publication Date: 2007
Sales Rank:
ISBN / ASIN: 0132384841
by William DeCoursey
Product Description
More than ever, American industry especially the semiconductor industry is using statistical methods to improve its competitive edge in the world market. It is becoming more imperative that graduate engineers have solid statistical know-how, yet engineers in industry typically are not well-prepared to use statistics and they are fuzzy about how to apply statistical tools and techniques. This valuable reference makes statistical methods easier and more accessible to engineers.
Although the book can be read sequentially, like a normal textbook, it is designed to be used as a handbook, pointing the reader to the topics and sections pertinent to a particular type of statistical problem. It contains the following features:
* Covers all major topics treated in a standard college engineering statistics course, but minimizes the mathematical derivations and focuses on practical applications
* Uses real data sets/case studies taken from electronics, electrical engineering, and other engineering fields, such as mechanical and chemical engineering
* Contains numerous software examples using the powerful statistical functions of Excel
In addition, the book provides an "engineering problem solver" section that directs the reader to the relevant section of the book for the problem they are trying to solve. The accompanying CD-ROM contains the Excel data sets for the examples and case studies given in the book, along with other statistical tools and software.
* Filled with practical techniques directly applicable on the job
* Contains hundreds of solved problems and case studies, using real data sets
* Avoids unnecessary theory
See all Editorial Reviews
Product Description
More than ever, American industry especially the semiconductor industry is using statistical methods to improve its competitive edge in the world market. It is becoming more imperative that graduate engineers have solid statistical know-how, yet engineers in industry typically are not well-prepared to use statistics and they are fuzzy about how to apply statistical tools and techniques. This valuable reference makes statistical methods easier and more accessible to engineers.
Although the book can be read sequentially, like a normal textbook, it is designed to be used as a handbook, pointing the reader to the topics and sections pertinent to a particular type of statistical problem. It contains the following features:
* Covers all major topics treated in a standard college engineering statistics course, but minimizes the mathematical derivations and focuses on practical applications
* Uses real data sets/case studies taken from electronics, electrical engineering, and other engineering fields, such as mechanical and chemical engineering
* Contains numerous software examples using the powerful statistical functions of Excel
In addition, the book provides an "engineering problem solver" section that directs the reader to the relevant section of the book for the problem they are trying to solve. The accompanying CD-ROM contains the Excel data sets for the examples and case studies given in the book, along with other statistical tools and software.
* Filled with practical techniques directly applicable on the job
* Contains hundreds of solved problems and case studies, using real data sets
* Avoids unnecessary theory
Product Details
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جامعة كتاب العرب
Paperback: 450 pages
Publisher: Newnes; Book and CD-Rom edition
(January 2003)
Language: English
ISBN-10: 0750676183
ISBN-13: 978-075067618
Publisher: Newnes; Book and CD-Rom edition
(January 2003)
Language: English
ISBN-10: 0750676183
ISBN-13: 978-075067618
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جامعة كتاب العرب
Introduction to Probability and Statistics for Engineers and Scientists, Third Editionضروووووووووووووووووووووووووري جدا غدا امتحاني اريد الكتاب نفسوووووووووو مو الحلول
Name
Authors:walpole r.myers s.myres k.ye
Publisher: Prentice Hall
Number Of Pages: 285
Publication Date: 2007
Sales Rank:
ISBN / ASIN: 0132384841
by Sheldon M. Ross
Book Description
The new edition of Ross's bestseller for engineers and scientists, featuring famously clear exposition and examples
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Product Details
الرابط من هنا
جامعة كتاب العرب
Book Description
The new edition of Ross's bestseller for engineers and scientists, featuring famously clear exposition and examples
Product Details
Hardcover: 640 pages
Publisher: Academic Press; 3 edition
(July 6, 2004)
Language: English
ISBN-10: 0125980574
ISBN-13: 978-0125980579
Publisher: Academic Press; 3 edition
(July 6, 2004)
Language: English
ISBN-10: 0125980574
ISBN-13: 978-0125980579
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جامعة كتاب العرب
dedoda
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السلام عليكم ورحمة الله
حقيقةً انا عاجز عن الشكر لكل من انجز هذا المنتدى الرائع
واخص المبدع البروفسور عبدالجبار
اريد ان اطلب كتاب
calculus
6th edition
by:swokowski ,olinick,pence
ISBN:0534936245
publisher
حاول ان تجد هذا الكتاب فمستقبلي الجامعي مرهون به
الله يكتب التوفيق دنيا واخرة
Basic Operator Theory
Product Details
Hardcover: 285 pages
Publisher: Birkhauser
(March 1981)
Language: English
ISBN-10: 3764330287
ISBN-13: 978-3764330286
TABLE OF CONTENTS
INTRODUCTION xi
CHAPTER I. HILBERT SPACES 1
1. Complex n-space 1
2. The Hilbert space I2 3
3. Definition of Hilbert space and its elementary properties 5
4. Distance from a point to a finite dimensional subspace 10
5. The Gram determinant 12
6. Incompatible systems of equations 16
7. Least squares fit 17
8. Distance to a convex set and projections onto subspaces 19
9. Orthonormal systems 21
10. Legendre polynomials 22
11. Orthonormal Bases 25
12. Fourier series 28
13. Completeness of the Legendre polynomials 30
14. Bases for the Hilbert space of functions on a square 31
15. Stability of orthonormal bases 33
16. Separable spaces 34
17. Equivalence of Hilbert spaces 36
18. Example of a non separable space 37
EXERCISES I 38
CHAPTER II. BOUNDED LINEAR OPERATORS ON HILBERT SPACES 51
1. Properties of bounded linear operators 51
2. Examples of bounded linear operators with estimates of norms 53
3. Continuity of a linear operator 57
4. Matrix representations of bounded linear operators 58
5. Bounded linear functionals 60
6. Operators of finite rank 63
7. Invertible operators 65
8. Inversion of operators by the iterative method 70
9. Infinite systems of linear equations 72
10. Integral equations of the second kind 74
11. Adjoint operators 77
12. Self adjoint operators 80
13. Orthogonal projections 82
14. Compact operators 83
15. Invariant subspaces 88
EXERCISES II 91
CHAPTER III, SPECTRAL THEORY OF COMPACT SELF ADJOINT OPERATORS 105
1. Example of an infinite dimensional generalization 106
2. The problem of existence of eigenvalues and eigenvectors 106
3. Eigenvalues and eigenvectors of operators of finite rank 108
4. Theorem of existence of eigenvalues 110
5. Spectral theorem 113
6. Basic systems of eigenvalues and eigenvectors 115
7. Second form of the spectral theorem 118
8. Formula for the inverse operator 119
9. Minimum-Maximum properties of eigenvalues 121
EXERCISES III 125
CHAPTER IV. SPECTRAL THEORY OF INTEGRAL OPERATORS 131
1. Hilbert-Schmidt theorem 131
2. Preliminaries for Mercer's theorem 134
3 . Mercer's theorem 136
4. Trace formula for integral operators 138
5. Integral operators as inverses of differential operators 139
6. Sturm-Liouville systems 142
EXERCISES IV 148
CHAPTER V. OSCILLATIONS OF AN ELASTIC STRING 153
1. The displacement function 153
2. Basic harmonic oscillations 155
3. Harmonic oscillations with an external force . 157
CHAPTER VI. OPERATIONAL CALCULUS WITH APPLICATIONS 159
1. Functions of a compact self adjoint operator 159
2. Differential equations in Hilbert space 165
3. Infinite systems of differential equations ... 167
4. Integro-differential equations 168
EXERCISES VI 170
CHAPTER VII. SOLVING LINEAR EQUATIONS BY ITERATIVE METHODS 73
1. The ma in theorem 173
2. Preliminaries for the proof 174
3. Proof of the main theorem 177
4. Application to integral equations 179
CHAPTER VIII. FURTHER DEVELOPMENTS OF THE SPECTRAL THEOREM 181
1. Simultaneous diagonalization 181
2. Compact normal operators 182
3. Unitary operators 184
4. Characterizations of compact operators 187
EXERCISES VIII 189
CHAPTER IX. BANACH SPACES 193
1. Definitions and examples 194
2. Finite dimensional normed linear spaces 196
3. Separable Banach spaces and Schauder bases 200
4. Conjugate spaces 201
5. Hahn-Banach theorem 203
EXERCISES IX 206
CHAPTER X. LINEAR OPERATORS ON A BANACH SPACE 211
1. Description of bounded operators 211
2. An approximation scheme 214
3. Closed linear operators 219
4. Closed graph theorem and its applications 221
5. Complemented subspaces and projections 224
6. The spectrum of an operator 226
7. Volterra Integral Operator 229
8. Analytic operator valued functions 231
EXERCISES X 232
CHAPTER XI. COMPACT OPERATORS ON A BANACH SPACES 237
1. Examples of compact operators 237
2. Decomposition of operators of finite rank 240
3. Approximation by operators of finite rank 241
H. Fredholm theory of compact operators 242
5. Conjugate operators on a Banach space 245
6. Spectrum of a compact operator 248
7. Applications 251
EXERCISES XI 253
CHAPTER XII. NON LINEAR OPERATORS 255
1. Fixed point theorem 255
2. Applications of the contraction mapping theorem 256
3. Generalizations 261
APPENDIX 1. COUNTABLE SETS AND SEPARABLE HILBERT SPACES 265
APPENDIX 2. LEBES6UE INTEGRATION AND Lp SPACES 267
APPENDIX 3. PROOF OF THE HAHN-BANACH THEOREM 273
APPENDIX 4. PROOF OF THE CLOSED GRAPH THEOREM 277
SUGGESTED READING 280
REFERENCES 281
INDEX 282
Download from here
http://ifile.it/8fgey2/t04782.rar
Publisher: Birkhauser
(March 1981)
Language: English
ISBN-10: 3764330287
ISBN-13: 978-3764330286
TABLE OF CONTENTS
INTRODUCTION xi
CHAPTER I. HILBERT SPACES 1
1. Complex n-space 1
2. The Hilbert space I2 3
3. Definition of Hilbert space and its elementary properties 5
4. Distance from a point to a finite dimensional subspace 10
5. The Gram determinant 12
6. Incompatible systems of equations 16
7. Least squares fit 17
8. Distance to a convex set and projections onto subspaces 19
9. Orthonormal systems 21
10. Legendre polynomials 22
11. Orthonormal Bases 25
12. Fourier series 28
13. Completeness of the Legendre polynomials 30
14. Bases for the Hilbert space of functions on a square 31
15. Stability of orthonormal bases 33
16. Separable spaces 34
17. Equivalence of Hilbert spaces 36
18. Example of a non separable space 37
EXERCISES I 38
CHAPTER II. BOUNDED LINEAR OPERATORS ON HILBERT SPACES 51
1. Properties of bounded linear operators 51
2. Examples of bounded linear operators with estimates of norms 53
3. Continuity of a linear operator 57
4. Matrix representations of bounded linear operators 58
5. Bounded linear functionals 60
6. Operators of finite rank 63
7. Invertible operators 65
8. Inversion of operators by the iterative method 70
9. Infinite systems of linear equations 72
10. Integral equations of the second kind 74
11. Adjoint operators 77
12. Self adjoint operators 80
13. Orthogonal projections 82
14. Compact operators 83
15. Invariant subspaces 88
EXERCISES II 91
CHAPTER III, SPECTRAL THEORY OF COMPACT SELF ADJOINT OPERATORS 105
1. Example of an infinite dimensional generalization 106
2. The problem of existence of eigenvalues and eigenvectors 106
3. Eigenvalues and eigenvectors of operators of finite rank 108
4. Theorem of existence of eigenvalues 110
5. Spectral theorem 113
6. Basic systems of eigenvalues and eigenvectors 115
7. Second form of the spectral theorem 118
8. Formula for the inverse operator 119
9. Minimum-Maximum properties of eigenvalues 121
EXERCISES III 125
CHAPTER IV. SPECTRAL THEORY OF INTEGRAL OPERATORS 131
1. Hilbert-Schmidt theorem 131
2. Preliminaries for Mercer's theorem 134
3 . Mercer's theorem 136
4. Trace formula for integral operators 138
5. Integral operators as inverses of differential operators 139
6. Sturm-Liouville systems 142
EXERCISES IV 148
CHAPTER V. OSCILLATIONS OF AN ELASTIC STRING 153
1. The displacement function 153
2. Basic harmonic oscillations 155
3. Harmonic oscillations with an external force . 157
CHAPTER VI. OPERATIONAL CALCULUS WITH APPLICATIONS 159
1. Functions of a compact self adjoint operator 159
2. Differential equations in Hilbert space 165
3. Infinite systems of differential equations ... 167
4. Integro-differential equations 168
EXERCISES VI 170
CHAPTER VII. SOLVING LINEAR EQUATIONS BY ITERATIVE METHODS 73
1. The ma in theorem 173
2. Preliminaries for the proof 174
3. Proof of the main theorem 177
4. Application to integral equations 179
CHAPTER VIII. FURTHER DEVELOPMENTS OF THE SPECTRAL THEOREM 181
1. Simultaneous diagonalization 181
2. Compact normal operators 182
3. Unitary operators 184
4. Characterizations of compact operators 187
EXERCISES VIII 189
CHAPTER IX. BANACH SPACES 193
1. Definitions and examples 194
2. Finite dimensional normed linear spaces 196
3. Separable Banach spaces and Schauder bases 200
4. Conjugate spaces 201
5. Hahn-Banach theorem 203
EXERCISES IX 206
CHAPTER X. LINEAR OPERATORS ON A BANACH SPACE 211
1. Description of bounded operators 211
2. An approximation scheme 214
3. Closed linear operators 219
4. Closed graph theorem and its applications 221
5. Complemented subspaces and projections 224
6. The spectrum of an operator 226
7. Volterra Integral Operator 229
8. Analytic operator valued functions 231
EXERCISES X 232
CHAPTER XI. COMPACT OPERATORS ON A BANACH SPACES 237
1. Examples of compact operators 237
2. Decomposition of operators of finite rank 240
3. Approximation by operators of finite rank 241
H. Fredholm theory of compact operators 242
5. Conjugate operators on a Banach space 245
6. Spectrum of a compact operator 248
7. Applications 251
EXERCISES XI 253
CHAPTER XII. NON LINEAR OPERATORS 255
1. Fixed point theorem 255
2. Applications of the contraction mapping theorem 256
3. Generalizations 261
APPENDIX 1. COUNTABLE SETS AND SEPARABLE HILBERT SPACES 265
APPENDIX 2. LEBES6UE INTEGRATION AND Lp SPACES 267
APPENDIX 3. PROOF OF THE HAHN-BANACH THEOREM 273
APPENDIX 4. PROOF OF THE CLOSED GRAPH THEOREM 277
SUGGESTED READING 280
REFERENCES 281
INDEX 282
Download from here
http://ifile.it/8fgey2/t04782.rar
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ارجو مسل عدتى فى الحضول عليه
Concrete Mathematics: A Foundation for Computer Science (2nd Edition)
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ارجو مسل عدتى فى الحضول عليه
Concrete Mathematics: A Foundation for Computer Science
by Ronald L. Graham (Author), Donald E. Knuth (Author), Oren Patashnik
Product Details
- Hardcover: 672 pages
- Publisher: Addison-Wesley Professional; 2 edition (March 10, 1994)
- Language: English
- ISBN-10: 0201558025
- ISBN-13: 978-0201558029
- Product Dimensions: 9.4 x 7.6 x 1.4 inches
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بدي كتاب Calculus early transcendentals 6th edition
للمؤلف Stewart
مع الحلووول اهم شي
وبكون ممنونك ويسلمووو سلفا
انا جديد هون وهاد اول طلب لالي ويا ريت ما تفشلوني
بدي كتاب Calculus early transcendentals 6th edition
للمؤلف Stewart
مع الحلووول اهم شي
وبكون ممنونك ويسلمووو سلفا
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Calculus: Early Transcendentals Stewart's Calculus Series
by James Stewart
Product Details
Hardcover: 1336 pages
Publisher: Brooks Cole; 6 edition
Language: English
ISBN-10: 0495011665
ISBN-13: 978-0495011668
Product Dimensions: 10.1 x 8.7 x 1.6 inches
BOOK
solution manual
by James Stewart
Product Details
Hardcover: 1336 pages
Publisher: Brooks Cole; 6 edition
Language: English
ISBN-10: 0495011665
ISBN-13: 978-0495011668
Product Dimensions: 10.1 x 8.7 x 1.6 inches
BOOK
solution manual
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لانو الاجابات اللي حضرتك حطيتها هي اجابات الـ 5th Ed
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لانو الاجابات اللي حضرتك حطيتها هي اجابات الـ 5th Ed
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