You searched for: algorithms (Portugisiska - Engelska)

astronomical algorithms de jean meeus
astronomical algorithms by jean meeus

chapter 35: approximation algorithms, pp.
chapter 35: approximation algorithms, pp.

"ant algorithms for discrete optimization".
"ant algorithms for discrete optimization".

"algorithms, graphs and computers"*1972.
"algorithms, graphs and computers"* 1972.

"introduction to algorithms", second edition.
"introduction to algorithms", second edition.

however , two algorithms shall not run simultaneously .
however , two algorithms shall not run simultaneously .

different optimisation mechanisms ( algorithms ) are used .
different optimisation mechanisms ( algorithms ) are used .

during daytime processing the algorithms shall run sequentially .
during daytime processing the algorithms shall run sequentially .

cf: chapter 2, "algorithms and turing machines".
cf: chapter 2, "algorithms and turing machines".

can new algorithms reveal the phylogeny and even prehistory of ie?
can new algorithms reveal the phylogeny and even prehistory of ie?

conventional symmetric encryption algorithms use complex patterns of substitution and transpositions.
conventional symmetric encryption algorithms use complex patterns of substitution and transpositions.

"approximation algorithms for np-hard problems, pws publishing company, 1997.
"approximation algorithms for np-hard problems", pws publishing company, 1997.

volume a: algorithms and complexity", the mit press/elsevier, 1990.
volume a: algorithms and complexity", the mit press/elsevier, 1990.

* "algorithms" (coauthored with sanjoy dasgupta and umesh vazirani).
* "algorithms" (coauthored with sanjoy dasgupta and umesh vazirani).

* "combinatorial optimization: algorithms and complexity" (com kenneth steiglitz).
prentice-hall, 1982; second edition september 1997. greek edition* "combinatorial optimization: algorithms and complexity" (with kenneth steiglitz).

however, these latter algorithms are only faster than schönhage–strassen for impractically large inputs.
however, these latter algorithms are only faster than schönhage–strassen for impractically large inputs.

asymmetric encryption algorithms depend on mathematical problems that are thought to be difficult to solve, such as integer factorization and discrete logarithms.
asymmetric encryption algorithms depend on mathematical problems that are thought to be difficult to solve, such as integer factorization and discrete logarithms.

* oat (optimization algorithm toolkit) - a set of standard optimization algorithms and problems in java.
573–629);** a. h. g. rinnooy kan and g. t. timmer, global optimization (pp.

de 1988 a 1995 e de 1999 até os dias de hoje ele também tem sido pesquisador no international computer science institute em berkeley, onde ele atualmente lidera o algorithms group.
from 1988 to 1995 and 1999 to the present he has also been a research scientist at the international computer science institute in berkeley, where he currently leads the algorithms group.

"hierarchical geometric models for visible surface algorithms" by james h. clark, university of california at santa cruz.
"hierarchical geometric models for visible surface algorithms" by james h. clark, university of california at santa cruz.