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## Numerical Methods III - Approximation of Functions (2015) (?)

### ISBN: 9789537919122 (?) ili 9537919129, na engleskom jeziku, 260 stranice, Boris Obsieger, Meki, Novi

**HRK 224 (€ 30,13)¹**(bez obaveza)

Brodova u 1-2 dana, plus troškovi isporuke (ako krcatelj)

Od prodavatelja/starina, Book Depository DE

Taschenbuch, Oznaka: Boris Obsieger, Boris Obsieger, Grupa proizvoda: Book, Objavio: 2015-03-01, Studio: Boris Obsieger

Od prodavatelja/starina, Book Depository DE

Taschenbuch, Oznaka: Boris Obsieger, Boris Obsieger, Grupa proizvoda: Book, Objavio: 2015-03-01, Studio: Boris Obsieger

Platforma broj naloga Amazon.de (Int.): zG7Etj%2FMYmIXTXUScLpQIBL6AXQ1 F%2Bn%2BoEzO5%2BVqw5yehzh6sPby lwlbG0nmm7nEDmCaZyzxZ0Zwp4NbvU zlGoUlIIFvhFD%2Fkk09Bp8vN5Sz7g INOD4IJK4K%2BbktXoJq2dcxmyZzfh sBITf8rVwycw%3D%3D

Ključne riječi: APIs & Betriebsumgebungen, Algorithmen, C, Einführungen, Funktional, Grafik & Multimedia, Java, Netzwerk-Programmierung, Plattformübergreifende Programmierung, Software-Design & Entwicklung, Spiele-Programmierung, Sprachen & Tools, Fremdsprachige Bücher, Computer & Internet, Programmieren, Biomathematik, Computermathematik, Differentialgleichung, Graphentheorie, Lineare Programmierung, Maschinenbau & Technik, Spieltheorie, Vektoranalyse, Wahrscheinlichkeit & Statistik, Wissenschaft, Mathematik, Angewandte Mathematik, Reine Mathematik, Infinitesimalrechnung

Podataka iz 24.02.2017 08:08h

ISBN (alternativni zapisi): 953-7919-12-9, 978-953-7919-12-2

Ključne riječi: APIs & Betriebsumgebungen, Algorithmen, C, Einführungen, Funktional, Grafik & Multimedia, Java, Netzwerk-Programmierung, Plattformübergreifende Programmierung, Software-Design & Entwicklung, Spiele-Programmierung, Sprachen & Tools, Fremdsprachige Bücher, Computer & Internet, Programmieren, Biomathematik, Computermathematik, Differentialgleichung, Graphentheorie, Lineare Programmierung, Maschinenbau & Technik, Spieltheorie, Vektoranalyse, Wahrscheinlichkeit & Statistik, Wissenschaft, Mathematik, Angewandte Mathematik, Reine Mathematik, Infinitesimalrechnung

Podataka iz 24.02.2017 08:08h

ISBN (alternativni zapisi): 953-7919-12-9, 978-953-7919-12-2

2

## Numerical Methods III - Approximation of Functions (2015) (?)

### ISBN: 9789537919122 (?) ili 9537919129, na engleskom jeziku, 260 stranice, Boris Obsieger, Meki, Koristi

**HRK 271 (€ 36,60)¹**(bez obaveza)

Brodova u 1-2 dana, plus troškovi isporuke (ako krcatelj)

Od prodavatelja/starina, riviera_europa

Taschenbuch, Oznaka: Boris Obsieger, Boris Obsieger, Grupa proizvoda: Book, Objavio: 2015-03-01, Studio: Boris Obsieger

Od prodavatelja/starina, riviera_europa

Taschenbuch, Oznaka: Boris Obsieger, Boris Obsieger, Grupa proizvoda: Book, Objavio: 2015-03-01, Studio: Boris Obsieger

Platforma broj naloga Amazon.de (Int.): zG7Etj%2FMYmIXTXUScLpQIBL6AXQ1 F%2Bn%2Bq57uIB5QUr21ZEU6fQGzPX S60fDVMbYC%2F4S3PPiI0ETI0ZllSn 1xxPtlad5DY9xvn4bklWoUkQfcvJ7i 5Ukwa1WbJWnbPXTD3362iNYfbZti71 sbxiqKlNBN229UT1nO

Ključne riječi: APIs & Betriebsumgebungen, Algorithmen, C, Einführungen, Funktional, Grafik & Multimedia, Java, Netzwerk-Programmierung, Plattformübergreifende Programmierung, Software-Design & Entwicklung, Spiele-Programmierung, Sprachen & Tools, Fremdsprachige Bücher, Computer & Internet, Programmieren, Biomathematik, Computermathematik, Differentialgleichung, Graphentheorie, Lineare Programmierung, Maschinenbau & Technik, Spieltheorie, Vektoranalyse, Wahrscheinlichkeit & Statistik, Wissenschaft, Mathematik, Angewandte Mathematik, Reine Mathematik, Infinitesimalrechnung

Podataka iz 24.02.2017 08:08h

ISBN (alternativni zapisi): 953-7919-12-9, 978-953-7919-12-2

Ključne riječi: APIs & Betriebsumgebungen, Algorithmen, C, Einführungen, Funktional, Grafik & Multimedia, Java, Netzwerk-Programmierung, Plattformübergreifende Programmierung, Software-Design & Entwicklung, Spiele-Programmierung, Sprachen & Tools, Fremdsprachige Bücher, Computer & Internet, Programmieren, Biomathematik, Computermathematik, Differentialgleichung, Graphentheorie, Lineare Programmierung, Maschinenbau & Technik, Spieltheorie, Vektoranalyse, Wahrscheinlichkeit & Statistik, Wissenschaft, Mathematik, Angewandte Mathematik, Reine Mathematik, Infinitesimalrechnung

Podataka iz 24.02.2017 08:08h

ISBN (alternativni zapisi): 953-7919-12-9, 978-953-7919-12-2

3

## Numerical Methods III - Approximation of Functions (2015) (?)

### ISBN: 9789537919122 (?) ili 9537919129, na engleskom jeziku, 260 stranice, Boris Obsieger, Meki, Novi

**HRK 266 (₹ 2.539)¹**(bez obaveza)

Usually dispatched within 1-3 weeks, plus troškovi isporuke (ako krcatelj)

Od prodavatelja/starina, BookreadersIndia

Paperback, color print on 70lb white paper. Other e- and printed color and b&w editions are or will be also available. * * * About the book: An excellent textbook established at several universities. Primarily written for students at technical universities, it is also a very useful handbook for engineers, PhD students and scientists. Now available at all continents. - - - This textbook introduces the reader into various types of approximations of functions, which are defined either explicitly or by their values in the distinct set of points, as well as into the economization of existing approximation formulas. - - - Why the approximation of functions is so important? Simply, various functions (such as trigonometric functions and logarithms) cannot be calculated without approximation. Approximation formulas for some of these functions are already implemented in calculators and standard computer libraries, providing accuracy to all the bits in which a value is stored. High accuracy is usually not required and requires more numerical operations then necessary. Economised approximation formulas can provide the required accuracy with less numerical operations, and can make numerical algorithms faster, especially when such formulas are nested in loops. The other important use of approximation is in calculating functions that are defined by values at a chosen set of points. - - - The book is divided into five chapters. The first chapter briefly explaines Maclaurin, Taylor or Pade expansion, principles of approximations with orthogonal series and principles of the least squares approximations. - - - In the second chapter, various types of least squares polynomial approximations, particularly those using Legendre, Jacobi, Laguerre, Hermite, Zernike and Gram orthogonal polynomials are explained. The third chapter explains approximations with Fourier series, which are the base for developing approximations with Chebyshev polynomials (fourth chapter). - - - Uniform approximation and further usage of Chebyshev polynomials in the almost uniform approximation, as well as in the economisation of the existing approximation formulas, are described in the fifth chapter. - - - Practical application of the described approximation procedures is supported by 40 examples and 37 algorithms. In addition to its practical usage, the given text with 37 figures and 12 tables represents a valuable background for understanding, using, developing and applying various numerical methods, such as interpolation, numerical integration and solving partial differential equations, which are topics covered in the following volumes of the series Numerical Methods. * * * Author: Boris Obsieger, D.Sc., professor at the University of Rijeka, Croatia. Head of Section for Machine Elements at the Faculty of Engineering in Rijeka. Holds lectures on Machine Elements Design, Robot Elements Design, Numerical Methods in Design and Boundary Element Method. Several invited lectures. President of CADAM Conferences. Main editor of international journal Advanced Engineering. Author of several books and a lot of scientific papers. * * * Reviewed by: Prof. Maja Fosner, D.Sc., University of Maribor, Slovenia; Prof. Damir Jelaska, D.Sc., University of Split, Croatia; Prof. Valery Lysenko, D.Sc., Academic of the Russian Metrological Academy, Russian Research Institute for Metrological Service; Prof. Iztok Potrc, D.Sc., University of Maribor. Slovenia; Prof. Evgeny Pushkar, D.Sc., Member correspondent of the Russian Academy of Natural Sciences, Moscow State Industrial University, Russia. * * * Proof reading by: Jasenka Toplicanec, prof., Rijeka, Croatia.", Paperback, Oblik: Import, Oznaka: Boris Obsieger, Boris Obsieger, Grupa proizvoda: Book, Objavio: 2015-03-01, Studio: Boris Obsieger

Od prodavatelja/starina, BookreadersIndia

Paperback, color print on 70lb white paper. Other e- and printed color and b&w editions are or will be also available. * * * About the book: An excellent textbook established at several universities. Primarily written for students at technical universities, it is also a very useful handbook for engineers, PhD students and scientists. Now available at all continents. - - - This textbook introduces the reader into various types of approximations of functions, which are defined either explicitly or by their values in the distinct set of points, as well as into the economization of existing approximation formulas. - - - Why the approximation of functions is so important? Simply, various functions (such as trigonometric functions and logarithms) cannot be calculated without approximation. Approximation formulas for some of these functions are already implemented in calculators and standard computer libraries, providing accuracy to all the bits in which a value is stored. High accuracy is usually not required and requires more numerical operations then necessary. Economised approximation formulas can provide the required accuracy with less numerical operations, and can make numerical algorithms faster, especially when such formulas are nested in loops. The other important use of approximation is in calculating functions that are defined by values at a chosen set of points. - - - The book is divided into five chapters. The first chapter briefly explaines Maclaurin, Taylor or Pade expansion, principles of approximations with orthogonal series and principles of the least squares approximations. - - - In the second chapter, various types of least squares polynomial approximations, particularly those using Legendre, Jacobi, Laguerre, Hermite, Zernike and Gram orthogonal polynomials are explained. The third chapter explains approximations with Fourier series, which are the base for developing approximations with Chebyshev polynomials (fourth chapter). - - - Uniform approximation and further usage of Chebyshev polynomials in the almost uniform approximation, as well as in the economisation of the existing approximation formulas, are described in the fifth chapter. - - - Practical application of the described approximation procedures is supported by 40 examples and 37 algorithms. In addition to its practical usage, the given text with 37 figures and 12 tables represents a valuable background for understanding, using, developing and applying various numerical methods, such as interpolation, numerical integration and solving partial differential equations, which are topics covered in the following volumes of the series Numerical Methods. * * * Author: Boris Obsieger, D.Sc., professor at the University of Rijeka, Croatia. Head of Section for Machine Elements at the Faculty of Engineering in Rijeka. Holds lectures on Machine Elements Design, Robot Elements Design, Numerical Methods in Design and Boundary Element Method. Several invited lectures. President of CADAM Conferences. Main editor of international journal Advanced Engineering. Author of several books and a lot of scientific papers. * * * Reviewed by: Prof. Maja Fosner, D.Sc., University of Maribor, Slovenia; Prof. Damir Jelaska, D.Sc., University of Split, Croatia; Prof. Valery Lysenko, D.Sc., Academic of the Russian Metrological Academy, Russian Research Institute for Metrological Service; Prof. Iztok Potrc, D.Sc., University of Maribor. Slovenia; Prof. Evgeny Pushkar, D.Sc., Member correspondent of the Russian Academy of Natural Sciences, Moscow State Industrial University, Russia. * * * Proof reading by: Jasenka Toplicanec, prof., Rijeka, Croatia.", Paperback, Oblik: Import, Oznaka: Boris Obsieger, Boris Obsieger, Grupa proizvoda: Book, Objavio: 2015-03-01, Studio: Boris Obsieger

Platforma broj naloga Amazon.in: zUEykIMFdB8H7jtsHRl5bosZmowW8L GYkZmg2MrWvFF2WAls95B7qLg%2BID KaI66JeiITY8fv8%2B%2BkCLgXBf%2 FFcnVcfr6Pe4pbjIrX6IUXcwqHVVUH UNM1nir5zlFXHZiDfkA5FaD0O5lmQ0 DR774EionKovy1Ne0X

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ISBN (alternativni zapisi): 953-7919-12-9, 978-953-7919-12-2

Ključne riječi: Books, Computing, Internet & Digital Media, Programming & Software Development, Textbooks, Computer Science, Algorithms, Science & Mathematics, Algebra & Trigonometry, Calculus

Podataka iz 24.02.2017 08:08h

ISBN (alternativni zapisi): 953-7919-12-9, 978-953-7919-12-2

4

## Numerical Methods III - Approximation of Functions (2015) (?)

### ISBN: 9789537919122 (?) ili 9537919129, na engleskom jeziku, 260 stranice, Boris Obsieger, Meki, Koristi

Usually ships in 1-2 business days

Od prodavatelja/starina, tabletopart

Paperback, color print on 70lb white paper. Other e- and printed color and b&w editions are or will be also available. * * * About the book: An excellent textbook established at several universities. Primarily written for students at technical universities, it is also a very useful handbook for engineers, PhD students and scientists. Now available at all continents. - - - This textbook introduces the reader into various types of approximations of functions, which are defined either explicitly or by their values in the distinct set of points, as well as into the economization of existing approximation formulas. - - - Why the approximation of functions is so important? Simply, various functions (such as trigonometric functions and logarithms) cannot be calculated without approximation. Approximation formulas for some of these functions are already implemented in calculators and standard computer libraries, providing accuracy to all the bits in which a value is stored. High accuracy is usually not required and requires more numerical operations then necessary. Economised approximation formulas can provide the required accuracy with less numerical operations, and can make numerical algorithms faster, especially when such formulas are nested in loops. The other important use of approximation is in calculating functions that are defined by values at a chosen set of points. - - - The book is divided into five chapters. The first chapter briefly explaines Maclaurin, Taylor or Padé expansion, principles of approximations with orthogonal series and principles of the least squares approximations. - - - In the second chapter, various types of least squares polynomial approximations, particularly those using Legendre, Jacobi, Laguerre, Hermite, Zernike and Gram orthogonal polynomials are explained. The third chapter explains approximations with Fourier series, which are the base for developing approximations with Chebyshev polynomials (fourth chapter). - - - Uniform approximation and further usage of Chebyshev polynomials in the almost uniform approximation, as well as in the economisation of the existing approximation formulas, are described in the fifth chapter. - - - Practical application of the described approximation procedures is supported by 40 examples and 37 algorithms. In addition to its practical usage, the given text with 37 figures and 12 tables represents a valuable background for understanding, using, developing and applying various numerical methods, such as interpolation, numerical integration and solving partial differential equations, which are topics covered in the following volumes of the series Numerical Methods. * * * Author: Boris Obsieger, D.Sc., professor at the University of Rijeka, Croatia. Head of Section for Machine Elements at the Faculty of Engineering in Rijeka. Holds lectures on Machine Elements Design, Robot Elements Design, Numerical Methods in Design and Boundary Element Method. Several invited lectures. President of CADAM Conferences. Main editor of international journal Advanced Engineering. Author of several books and a lot of scientific papers. * * * Reviewed by: Prof. Maja Fosner, D.Sc., University of Maribor, Slovenia; Prof. Damir Jelaska, D.Sc., University of Split, Croatia; Prof. Valery Lysenko, D.Sc., Academic of the Russian Metrological Academy, Russian Research Institute for Metrological Service; Prof. Iztok Potrc, D.Sc., University of Maribor. Slovenia; Prof. Evgeny Pushkar, D.Sc., Member correspondent of the Russian Academy of Natural Sciences, Moscow State Industrial University, Russia. * * * Proof reading by: Jasenka Toplicanec, prof., Rijeka, Croatia. Paperback, Oznaka: Boris Obsieger, Boris Obsieger, Grupa proizvoda: Book, Objavio: 2015-03-01, Studio: Boris Obsieger, Prodaju rang: 11438133

Od prodavatelja/starina, tabletopart

Paperback, color print on 70lb white paper. Other e- and printed color and b&w editions are or will be also available. * * * About the book: An excellent textbook established at several universities. Primarily written for students at technical universities, it is also a very useful handbook for engineers, PhD students and scientists. Now available at all continents. - - - This textbook introduces the reader into various types of approximations of functions, which are defined either explicitly or by their values in the distinct set of points, as well as into the economization of existing approximation formulas. - - - Why the approximation of functions is so important? Simply, various functions (such as trigonometric functions and logarithms) cannot be calculated without approximation. Approximation formulas for some of these functions are already implemented in calculators and standard computer libraries, providing accuracy to all the bits in which a value is stored. High accuracy is usually not required and requires more numerical operations then necessary. Economised approximation formulas can provide the required accuracy with less numerical operations, and can make numerical algorithms faster, especially when such formulas are nested in loops. The other important use of approximation is in calculating functions that are defined by values at a chosen set of points. - - - The book is divided into five chapters. The first chapter briefly explaines Maclaurin, Taylor or Padé expansion, principles of approximations with orthogonal series and principles of the least squares approximations. - - - In the second chapter, various types of least squares polynomial approximations, particularly those using Legendre, Jacobi, Laguerre, Hermite, Zernike and Gram orthogonal polynomials are explained. The third chapter explains approximations with Fourier series, which are the base for developing approximations with Chebyshev polynomials (fourth chapter). - - - Uniform approximation and further usage of Chebyshev polynomials in the almost uniform approximation, as well as in the economisation of the existing approximation formulas, are described in the fifth chapter. - - - Practical application of the described approximation procedures is supported by 40 examples and 37 algorithms. In addition to its practical usage, the given text with 37 figures and 12 tables represents a valuable background for understanding, using, developing and applying various numerical methods, such as interpolation, numerical integration and solving partial differential equations, which are topics covered in the following volumes of the series Numerical Methods. * * * Author: Boris Obsieger, D.Sc., professor at the University of Rijeka, Croatia. Head of Section for Machine Elements at the Faculty of Engineering in Rijeka. Holds lectures on Machine Elements Design, Robot Elements Design, Numerical Methods in Design and Boundary Element Method. Several invited lectures. President of CADAM Conferences. Main editor of international journal Advanced Engineering. Author of several books and a lot of scientific papers. * * * Reviewed by: Prof. Maja Fosner, D.Sc., University of Maribor, Slovenia; Prof. Damir Jelaska, D.Sc., University of Split, Croatia; Prof. Valery Lysenko, D.Sc., Academic of the Russian Metrological Academy, Russian Research Institute for Metrological Service; Prof. Iztok Potrc, D.Sc., University of Maribor. Slovenia; Prof. Evgeny Pushkar, D.Sc., Member correspondent of the Russian Academy of Natural Sciences, Moscow State Industrial University, Russia. * * * Proof reading by: Jasenka Toplicanec, prof., Rijeka, Croatia. Paperback, Oznaka: Boris Obsieger, Boris Obsieger, Grupa proizvoda: Book, Objavio: 2015-03-01, Studio: Boris Obsieger, Prodaju rang: 11438133

Platforma broj naloga Amazon.com: xlwy4g0BE0VZHqgtqKh8ap0ZCUrQVK smWav7GzP8TeW1XPsQ%2Fy%2BC10RV 1HNYaX5UtFvfiP56y5L5fIy6JIM8H7 ndYAc%2BF9olmRKuAxkCB2FgiOedFk NOz%2FmqDqdw%2BE5%2FCW8eg1hLVp ShYlSE2VOeLFq4JvG%2FT1c9

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Podataka iz 24.02.2017 08:08h

ISBN (alternativni zapisi): 953-7919-12-9, 978-953-7919-12-2

Ključne riječi: Data Structures, Genetic, Memory Management, Books, Computers & Technology, Programming, Algorithms, Biomathematics, Differential Equations, Game Theory, Graph Theory, Linear Programming, Probability & Statistics, Stochastic Modeling, Vector Analysis, Science & Math, Mathematics, Applied, Mathematical Analysis, Pure Mathematics, Calculus, Specialty Boutique, New, Used & Rental Textbooks, Computer Science, Science & Mathematics

Podataka iz 24.02.2017 08:08h

ISBN (alternativni zapisi): 953-7919-12-9, 978-953-7919-12-2

5

## Numerical Methods III - Approximation of Functions (2015) (?)

### ISBN: 9789537919122 (?) ili 9537919129, na engleskom jeziku, 260 stranice, Boris Obsieger, Meki, Novi

Usually ships in 1-2 business days

Od prodavatelja/starina, Book Depository US

Paperback, color print on 70lb white paper. Other e- and printed color and b&w editions are or will be also available. * * * About the book: An excellent textbook established at several universities. Primarily written for students at technical universities, it is also a very useful handbook for engineers, PhD students and scientists. Now available at all continents. - - - This textbook introduces the reader into various types of approximations of functions, which are defined either explicitly or by their values in the distinct set of points, as well as into the economization of existing approximation formulas. - - - Why the approximation of functions is so important? Simply, various functions (such as trigonometric functions and logarithms) cannot be calculated without approximation. Approximation formulas for some of these functions are already implemented in calculators and standard computer libraries, providing accuracy to all the bits in which a value is stored. High accuracy is usually not required and requires more numerical operations then necessary. Economised approximation formulas can provide the required accuracy with less numerical operations, and can make numerical algorithms faster, especially when such formulas are nested in loops. The other important use of approximation is in calculating functions that are defined by values at a chosen set of points. - - - The book is divided into five chapters. The first chapter briefly explaines Maclaurin, Taylor or Padé expansion, principles of approximations with orthogonal series and principles of the least squares approximations. - - - In the second chapter, various types of least squares polynomial approximations, particularly those using Legendre, Jacobi, Laguerre, Hermite, Zernike and Gram orthogonal polynomials are explained. The third chapter explains approximations with Fourier series, which are the base for developing approximations with Chebyshev polynomials (fourth chapter). - - - Uniform approximation and further usage of Chebyshev polynomials in the almost uniform approximation, as well as in the economisation of the existing approximation formulas, are described in the fifth chapter. - - - Practical application of the described approximation procedures is supported by 40 examples and 37 algorithms. In addition to its practical usage, the given text with 37 figures and 12 tables represents a valuable background for understanding, using, developing and applying various numerical methods, such as interpolation, numerical integration and solving partial differential equations, which are topics covered in the following volumes of the series Numerical Methods. * * * Author: Boris Obsieger, D.Sc., professor at the University of Rijeka, Croatia. Head of Section for Machine Elements at the Faculty of Engineering in Rijeka. Holds lectures on Machine Elements Design, Robot Elements Design, Numerical Methods in Design and Boundary Element Method. Several invited lectures. President of CADAM Conferences. Main editor of international journal Advanced Engineering. Author of several books and a lot of scientific papers. * * * Reviewed by: Prof. Maja Fosner, D.Sc., University of Maribor, Slovenia; Prof. Damir Jelaska, D.Sc., University of Split, Croatia; Prof. Valery Lysenko, D.Sc., Academic of the Russian Metrological Academy, Russian Research Institute for Metrological Service; Prof. Iztok Potrc, D.Sc., University of Maribor. Slovenia; Prof. Evgeny Pushkar, D.Sc., Member correspondent of the Russian Academy of Natural Sciences, Moscow State Industrial University, Russia. * * * Proof reading by: Jasenka Toplicanec, prof., Rijeka, Croatia. Paperback, Oznaka: Boris Obsieger, Boris Obsieger, Grupa proizvoda: Book, Objavio: 2015-03-01, Studio: Boris Obsieger, Prodaju rang: 11438133

Od prodavatelja/starina, Book Depository US

Paperback, color print on 70lb white paper. Other e- and printed color and b&w editions are or will be also available. * * * About the book: An excellent textbook established at several universities. Primarily written for students at technical universities, it is also a very useful handbook for engineers, PhD students and scientists. Now available at all continents. - - - This textbook introduces the reader into various types of approximations of functions, which are defined either explicitly or by their values in the distinct set of points, as well as into the economization of existing approximation formulas. - - - Why the approximation of functions is so important? Simply, various functions (such as trigonometric functions and logarithms) cannot be calculated without approximation. Approximation formulas for some of these functions are already implemented in calculators and standard computer libraries, providing accuracy to all the bits in which a value is stored. High accuracy is usually not required and requires more numerical operations then necessary. Economised approximation formulas can provide the required accuracy with less numerical operations, and can make numerical algorithms faster, especially when such formulas are nested in loops. The other important use of approximation is in calculating functions that are defined by values at a chosen set of points. - - - The book is divided into five chapters. The first chapter briefly explaines Maclaurin, Taylor or Padé expansion, principles of approximations with orthogonal series and principles of the least squares approximations. - - - In the second chapter, various types of least squares polynomial approximations, particularly those using Legendre, Jacobi, Laguerre, Hermite, Zernike and Gram orthogonal polynomials are explained. The third chapter explains approximations with Fourier series, which are the base for developing approximations with Chebyshev polynomials (fourth chapter). - - - Uniform approximation and further usage of Chebyshev polynomials in the almost uniform approximation, as well as in the economisation of the existing approximation formulas, are described in the fifth chapter. - - - Practical application of the described approximation procedures is supported by 40 examples and 37 algorithms. In addition to its practical usage, the given text with 37 figures and 12 tables represents a valuable background for understanding, using, developing and applying various numerical methods, such as interpolation, numerical integration and solving partial differential equations, which are topics covered in the following volumes of the series Numerical Methods. * * * Author: Boris Obsieger, D.Sc., professor at the University of Rijeka, Croatia. Head of Section for Machine Elements at the Faculty of Engineering in Rijeka. Holds lectures on Machine Elements Design, Robot Elements Design, Numerical Methods in Design and Boundary Element Method. Several invited lectures. President of CADAM Conferences. Main editor of international journal Advanced Engineering. Author of several books and a lot of scientific papers. * * * Reviewed by: Prof. Maja Fosner, D.Sc., University of Maribor, Slovenia; Prof. Damir Jelaska, D.Sc., University of Split, Croatia; Prof. Valery Lysenko, D.Sc., Academic of the Russian Metrological Academy, Russian Research Institute for Metrological Service; Prof. Iztok Potrc, D.Sc., University of Maribor. Slovenia; Prof. Evgeny Pushkar, D.Sc., Member correspondent of the Russian Academy of Natural Sciences, Moscow State Industrial University, Russia. * * * Proof reading by: Jasenka Toplicanec, prof., Rijeka, Croatia. Paperback, Oznaka: Boris Obsieger, Boris Obsieger, Grupa proizvoda: Book, Objavio: 2015-03-01, Studio: Boris Obsieger, Prodaju rang: 11438133

Platforma broj naloga Amazon.com: xlwy4g0BE0VZHqgtqKh8ap0ZCUrQVK smEzprNMzGxTrdJr0hwte69%2FyjLj PuCkKqr1tNoUCE%2B%2BWqNQEFxdxm kWBxfC0uNhn%2FYgf3BWHKColamuDq 4l8MdaCR2WR3momKxJlDnzY7GYlJbf Xl81b7LA%3D%3D

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ISBN (alternativni zapisi): 953-7919-12-9, 978-953-7919-12-2

Ključne riječi: Data Structures, Genetic, Memory Management, Books, Computers & Technology, Programming, Algorithms, Biomathematics, Differential Equations, Game Theory, Graph Theory, Linear Programming, Probability & Statistics, Stochastic Modeling, Vector Analysis, Science & Math, Mathematics, Applied, Mathematical Analysis, Pure Mathematics, Calculus, Specialty Boutique, New, Used & Rental Textbooks, Computer Science, Science & Mathematics

Podataka iz 24.02.2017 08:08h

ISBN (alternativni zapisi): 953-7919-12-9, 978-953-7919-12-2

### 9789537919122

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