Searched refs:extended (Results 26 - 37 of 37) sorted by relevance

12

/barrelfish-master/usr/eclipseclp/documents/userman/
H A Dumsio.tex860 It can be seen as a string which gets extended at its end on writing
H A Dumsdebug.tex1859 The standard set of ports in the debugger's box model can be extended by
/barrelfish-master/doc/000-overview/
H A DOverview.tex479 constraint solving extensions, and has been extended with a fast
/barrelfish-master/usr/eclipseclp/Kernel/lib/
H A Dio.pl598 % may be extended in future
H A Dfd.pl3095 performs an exhaustive scheme based on maximal subset using extended
H A Dkernel.pl4358 % % may be extended in future
6275 % may be extended in future
/barrelfish-master/usr/eclipseclp/documents/libman/
H A Dic.tex697 extended to handle the truth values of a combination of constraints, by
H A Dobsman.tex91 provide similar or extended functionality.
/barrelfish-master/usr/eclipseclp/Shm/src/
H A Dconfigure6143 This file was extended by $as_me, which was
/barrelfish-master/lib/tommath/
H A Dtommath.tex844 The logic behind the algorithm is extended by marking cleared mp\_int structures so that subsequent calls to this
1697 This algorithm is loosely based on algorithm 14.7 of HAC \cite[pp. 594]{HAC} but has been extended to allow the inputs to have different magnitudes.
3863 This simple routine calculates the reciprocal $\mu$ required by Barrett reduction. Note the extended usage of algorithm mp\_div where the variable
6364 $a$ modulo $p$. The extended Euclidean algorithm (Knuth \cite[pp. 342]{TAOCPV2}) can be used to solve such equations provided $(a, p) = 1$.
6420 extended binary Euclidean algorithm from HAC \cite[pp. 608]{HAC}. It has been modified to only compute the modular inverse and not a complete
/barrelfish-master/doc/002-mackerel/
H A DMackerel.tex450 regarray extended rw std(0x00)[256] type(uint8);
/barrelfish-master/usr/eclipseclp/documents/applications/
H A Dtutorial.tex98 Most of the existing textbooks on logic programming carefully describe all language features, but do not provide information how to use these features to obtain particular objectives or how to develop complete systems that can be maintained and extended easily.

Completed in 318 milliseconds

12