Changeset 11fd9a in git
- Timestamp:
- Apr 14, 2016, 9:53:37 AM (7 years ago)
- Branches:
- (u'spielwiese', '8e0ad00ce244dfd0756200662572aef8402f13d5')
- Children:
- 3a81956cd2be104798726e5412f0b2a5205a9f64
- Parents:
- 5a4188b414ab493b3e3e697845d6e6e6f3e783e8
- File:
-
- 1 edited
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Singular/LIB/nfmodsyz.lib
r5a4188 r11fd9a 26 26 compute the reduced Groebner bases G'_i of the syzygy modules of I'_{i,p} over 27 27 F_p[t]/<f_{i,p}> and combine the G'_i to G_p (the syzygy module of I'_p) using chinese 28 remaindering for polynomials. The procedure is repeated for many primes p, where we compute 29 the G_p in parallel until the number of primes is sufficiently large to recover the correct 30 syzygy module G' of I' which is also a generating set for the syzygy module of I. 28 remaindering for polynomials. As described in [2], the procedure is repeated for many primes 29 p, where we compute the G_p in parallel until the number of primes is sufficiently large to 30 recover the correct generating set for the syzygy module G' of I' which is also a generating 31 set for the syzygy module of I. 31 32 32 33 REFERENCES: … … 780 781 if(size(#)>0) 781 782 { 782 tmp = #[1]; 783 tmp = #[1]; // in this case, the procedure returns the reduced Groebner basis of 784 // I which may partitioned to 2x2 block matrix 783 785 } 784 786 module sy;
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