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検索キーワード:(件名: #Computer algorithms)
該当件数:15件
Algorithms / Robert Sedgewick
Reading, Mass. : Addison-Wesley , c1983. - (Addison-Wesley series in computer science)
図書
An introduction to computer science and algorithmic processes / {by} Terry M. Walker {and} William W. Cotterman.
Boston : Allyn and Bacon , {1970}
Algorithmic combinatorics
New York : Palgrave , {1973}
Accuracy and stability of numerical algorithms / Nicholas J. Higham
: pbk. - Philadelphia : Society for Industrial and Applied Mathematics , c1996
Fundamental algorithms / Donald E. Knuth
3rd ed. - Reading, Mass. ; Tokyo : Addison-Wesley , c1997. - (The art of computer programming ; v. 1)
Seminumerical algorithms / Donald E. Knuth
3rd ed. - Reading, Mass. ; Tokyo : Addison-Wesley , c1998. - (The art of computer programming ; v. 2)
Non-commutative cryptography and complexity of group-theoretic problems / Alexei Myasnikov, Vladimir Shpilrain, Alexander Ushakov ; with an appendix by Natalia Mosina
Providence, R.I : American Mathematical Society , c2011. - (Mathematical surveys and monographs ; no. 177)
電子ブック
Parallel algorithms for matrix computations / K.A. Gallivan ... -et al.-.
Philadelphia, Pa. : Society for Industrial and Applied Mathematics , c1990.
A collection of matrices for testing computational algorithms / {by} Robert T. Gregory {and} David L. Karney.
New York : Wiley-Interscience , {1969}
Fundamentals of flowcharting / {by} Thomas J. Schriber.
New York : Wiley , {1969}
Scheduling algorithms / Peter Brucker
: hc. - 3rd ed. - Berlin : Springer Verlag , c2001
Minimization algorithms, mathematical theories, and computer results / edited by G.P. Szegö
New York : Academic Press , 1972
Symposium on semantics of algorithmic languages / edited by E. Engeler.
188. - Berlin : Springer , 1971. - (Lecture notes in mathematics ; 188)
Complexity of sequential and parallel numerical algorithms {proceedings} / Edited by J. F. Traub.
New York : Academic Press , 1973
Algorithm specification / edited by Randall Rustin.
Englewood Cliffs, N.J. : Prentice-Hall , {1972}. - (Prentice-Hall series in automatic computation)