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THE MINIMAL CHARACTERISTIC BASIS OF A DIFFERENTIAL POLYNOMIAL IDEAL

THE MINIMAL CHARACTERISTIC BASIS OF A DIFFERENTIAL POLYNOMIAL IDEAL
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摘要 Ⅰ. DEFINITION OF MINIMAL CHARACTERISTIC BASISLet K be a field of characteristic zero, and X1,…, Xn be variables fixed in what follows. Let K{X1,…, Xn} be the set of differential polynomials (abbr. dpols ) in X1,…,Xn.
作者 高小山
出处 《Chinese Science Bulletin》 SCIE EI CAS 1990年第6期455-458,共4页
关键词 DIFFERENTIAL ALGEBRA basic set MINIMAL CHARACTERISTIC BASIS PRIME DIFFERENTIAL polynomial ideal. differential algebra, basic set, minimal characteristic basis, prime differential polynomial ideal.
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