gap-system

How to install xgap 4.30 in Ubuntu using the terminal?

由 …衆ロ難τιáo~ 提交于 2020-07-23 07:01:06
问题 I tried to install xgap in terminal and I have already gap 4.10.2 on my system. However I am getting following problem: root@heino-VirtualBox:~/Downloads/xgap-4.30# /home/heino/Schreibtisch/gap-4.30/ bash: /home/heino/Schreibtisch/gap-4.30/: Datei oder Verzeichnis nicht gefunden root@heino-VirtualBox:~/Downloads/xgap-4.30# ./configure --with-gaproot=/home/heino/Schreibtisch /gap-4.10.2 checking for make... make checking build system type... x86_64-unknown-linux-gnu checking host system type..

How to install xgap 4.30 in Ubuntu using the terminal?

由 此生再无相见时 提交于 2020-07-23 07:00:28
问题 I tried to install xgap in terminal and I have already gap 4.10.2 on my system. However I am getting following problem: root@heino-VirtualBox:~/Downloads/xgap-4.30# /home/heino/Schreibtisch/gap-4.30/ bash: /home/heino/Schreibtisch/gap-4.30/: Datei oder Verzeichnis nicht gefunden root@heino-VirtualBox:~/Downloads/xgap-4.30# ./configure --with-gaproot=/home/heino/Schreibtisch /gap-4.10.2 checking for make... make checking build system type... x86_64-unknown-linux-gnu checking host system type..

Return elements of the Groebner Basis as they are found

由 安稳与你 提交于 2020-01-22 19:17:11
问题 This question could refer to any computer algebra system which has the ability to compute the Groebner Basis from a set of polynomials (Mathematica, Singular, GAP, Macaulay2, MatLab, etc.). I am working with an overdetermined system of polynomials for which the full groebner basis is too difficult to compute, however it would be valuable for me to be able to print out the groebner basis elements as they are found so that I may know if a particular polynomial is in the groebner basis. Is there

Return elements of the Groebner Basis as they are found

由 ⅰ亾dé卋堺 提交于 2020-01-22 19:16:10
问题 This question could refer to any computer algebra system which has the ability to compute the Groebner Basis from a set of polynomials (Mathematica, Singular, GAP, Macaulay2, MatLab, etc.). I am working with an overdetermined system of polynomials for which the full groebner basis is too difficult to compute, however it would be valuable for me to be able to print out the groebner basis elements as they are found so that I may know if a particular polynomial is in the groebner basis. Is there

Return elements of the Groebner Basis as they are found

由 ↘锁芯ラ 提交于 2019-12-04 03:16:51
This question could refer to any computer algebra system which has the ability to compute the Groebner Basis from a set of polynomials (Mathematica, Singular, GAP, Macaulay2, MatLab, etc.). I am working with an overdetermined system of polynomials for which the full groebner basis is too difficult to compute, however it would be valuable for me to be able to print out the groebner basis elements as they are found so that I may know if a particular polynomial is in the groebner basis. Is there any way to do this? If you implement Buchberger's algorithm on your own, then you can simply print out
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