14 citations · 39 across the 15 of their papers we have counts for
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math.AC2008★ 9 cited
Recursive Polynomial Remainder Sequence and its Subresultants
Akira Terui
We introduce concepts of "recursive polynomial remainder sequence (PRS)" and "recursive subresultant," along with investigation of their properties. A recursive PRS is defined as,…
math.AC2008★ 1 cited
Recursive Polynomial Remainder Sequence and the Nested Subresultants
Akira Terui
We give two new expressions of subresultants, nested subresultant and reduced nested subresultant, for the recursive polynomial remainder sequence (PRS) which has been introduced b…
math.AC2008★ 3 cited
Subresultants in Recursive Polynomial Remainder Sequence
Akira Terui
We introduce concepts of "recursive polynomial remainder sequence (PRS)" and "recursive subresultant," and investigate their properties. In calculating PRS, if there exists the GCD…