Relations of the algebra of polynomial integrodifferential operators
Summary: We revisit the algebra of polynomial integrodifferential operators and we give a generalization of its relations. Generators of prime ideals of height 1, of the maximal ideal, and of the smallest ideal of \(\mathbb{I}_n\) are discussed. A technique for obtaining a generating set for a given two-sided ideal of \(\mathbb{I}_n\) is also discussed.
polynomial integrodifferential operators
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