Specializations over difference fields
About: This article is published in Pacific Journal of Mathematics. The article was published on 01 Dec 1955. and is currently open access.
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Citations
Group-theoretic origin of certain generating functions
TL;DR: In this article, the partial differential operator L = L(x, d\{dx), A) on functions of two independent variables is constructed, which is independent of n and is commutative with A.
163
Pseudo-discriminant and Dickson invariant
TL;DR: In this article, the discriminant is defined as an element of K which is not entirely defined by / ; however, it is entirely determined when in addition a basis of E is chosen, and when the basis is changed, when the difference is multiplied by a square in K.
References
Group-theoretic origin of certain generating functions
TL;DR: In this article, the partial differential operator L = L(x, d\{dx), A) on functions of two independent variables is constructed, which is independent of n and is commutative with A.
163
Pseudo-discriminant and Dickson invariant
TL;DR: In this article, the discriminant is defined as an element of K which is not entirely defined by / ; however, it is entirely determined when in addition a basis of E is chosen, and when the basis is changed, when the difference is multiplied by a square in K.