Modern computer algebra /
Gathen, Joachim Von Zur
Modern computer algebra / Joachim Von Zur Gathen [and] Jürgen Gerhard. - 2nd edition. - xiii, 785 páginas : ilustraciones (color) ;
Incluye contenido, índice y apéndice.
Referencias bibliográficas
1. Cyclohexane, cryptography, codes, and computer algebra. I. Euclid. 2. Fundamental algorithms. - 3. The Euclidena algorithm. - 4. Applications of the Euclidean algorithm. - 5. Modular algorithms and interpolation. - 6. The resultant and gcd computation. - 7. Application: decoding BCH codes. - II. Newton. 8. Fast multiplication. - 9. Newton iteration. - 10. Fast polynomial evaluation and interpolation. - 11. Fast Euclidean algorithm. - 12. Fast linear algebra. - 13. Fourier transform and image compression. - III. Gauβ. 14. Factoring polynomials over finite fields. - 15. Hensel lifting and factoring polynomials. - 16. Short vectors in lattices. - 17. Applications of basis reduction. - 18. Primality testing. - 19. Factoring integers. - 20. Applications: public key cryptography. - 21. Gröbner bases. - 22. Symbolic integration. - 23. Symbolic summation. - 24. Applications. - 25. Fundamental concepts.
0521826462
Ciencia de la computación--Matemáticas
Algoritmos
Álgebra--Procesamiento electrónico de datos
512.00285 / G259m2 2003
Modern computer algebra / Joachim Von Zur Gathen [and] Jürgen Gerhard. - 2nd edition. - xiii, 785 páginas : ilustraciones (color) ;
Incluye contenido, índice y apéndice.
Referencias bibliográficas
1. Cyclohexane, cryptography, codes, and computer algebra. I. Euclid. 2. Fundamental algorithms. - 3. The Euclidena algorithm. - 4. Applications of the Euclidean algorithm. - 5. Modular algorithms and interpolation. - 6. The resultant and gcd computation. - 7. Application: decoding BCH codes. - II. Newton. 8. Fast multiplication. - 9. Newton iteration. - 10. Fast polynomial evaluation and interpolation. - 11. Fast Euclidean algorithm. - 12. Fast linear algebra. - 13. Fourier transform and image compression. - III. Gauβ. 14. Factoring polynomials over finite fields. - 15. Hensel lifting and factoring polynomials. - 16. Short vectors in lattices. - 17. Applications of basis reduction. - 18. Primality testing. - 19. Factoring integers. - 20. Applications: public key cryptography. - 21. Gröbner bases. - 22. Symbolic integration. - 23. Symbolic summation. - 24. Applications. - 25. Fundamental concepts.
0521826462
Ciencia de la computación--Matemáticas
Algoritmos
Álgebra--Procesamiento electrónico de datos
512.00285 / G259m2 2003