Proposal of Multivariate Polynomial Arithmetic in a Specified Width of High- or Low-Exponents
Author:
Affiliation:
1. Univ. of Tsukuba,Ibaraki,Japan,305-8571
2. Univ. of Tsukuba,Faculty of Medicine,Ibaraki,Japan,305-8571
3. Mathematics Certification Inst. of Japan,Tokyo,Japan,110-0005
Publisher
IEEE
Link
http://xplorestaging.ieee.org/ielx7/9700161/9700170/09700172.pdf?arnumber=9700172
Reference15 articles.
1. Non-modular computation of polynomial GCDS using trial division
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3. Simple relation between the lowest-order element of ideal $\langle{G, H}\rangle$ and the last element of polynomial remainder sequence;sasaki;SYNASC 2017 IEEE Conference Publishing Services,0
4. Computing the lowest order element of the elimination ideal of multivariate polynomial system by using remainder sequence;sasaki;SYNASC 2018 IEEE Conference Publishing Services,0
5. An Attempt to Enhance Buchberger's Algorithm by Using Remainder Sequences and GCD Operation
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