Integral equations

By: F. G. TricomiMaterial type: TextTextPublication details: New York: Dover Publication, [c1985]Description: 238 pISBN: 9780486648286Subject(s): MathematicsLOC classification: QA431
Contents:
1. Volterra Equations 2. Fredholm Equations 3. Symmetric Kernels and Orthogonal Systems of Functions 4. Some Types of Singular or Non-Linear Integral Equations
Summary: This classic text on integral equations by the late Professor F. G. Tricomi, of the Mathematics Faculty of the University of Turin, Italy, presents an authoritative, well-written treatment of the subject at the graduate or advanced undergraduate level. To render the book accessible to as wide an audience as possible, the author has kept the mathematical knowledge required on the part of the reader to a minimum; a solid foundation in differential and integral calculus, together with some knowledge of the theory of functions is sufficient. The book is divided into four chapters, with two useful appendices, an excellent bibliography, and an index. A section of exercises enables the student to check his progress. --- summary provided by publisher
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Item type Current library Collection Shelving location Call number Status Notes Date due Barcode Item holds
Book Book ICTS
Mathematic Rack No 6 QA431 (Browse shelf (Opens below)) Available Invoice no. IN00 6757 ; Date 06-02-2019 01627
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1. Volterra Equations
2. Fredholm Equations
3. Symmetric Kernels and Orthogonal Systems of Functions
4. Some Types of Singular or Non-Linear Integral Equations

This classic text on integral equations by the late Professor F. G. Tricomi, of the Mathematics Faculty of the University of Turin, Italy, presents an authoritative, well-written treatment of the subject at the graduate or advanced undergraduate level. To render the book accessible to as wide an audience as possible, the author has kept the mathematical knowledge required on the part of the reader to a minimum; a solid foundation in differential and integral calculus, together with some knowledge of the theory of functions is sufficient.
The book is divided into four chapters, with two useful appendices, an excellent bibliography, and an index. A section of exercises enables the student to check his progress. --- summary provided by publisher

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