The factorization of the hypergeometric equation
Erwin Schroedinger
TL;DR
This paper revisits Schrödinger's classical factorizations of the hypergeometric equation, providing an archival perspective on these mathematical structures.
Contribution
It presents a detailed archival analysis of Schrödinger's original factorizations of the hypergeometric equation, highlighting their historical and mathematical significance.
Findings
Schrödinger's factorizations are systematically documented.
The paper clarifies the mathematical structure of these factorizations.
Historical context of the hypergeometric equation is provided.
Abstract
Schroedinger's famous quadruple of factorizations of the hypergeometric equation is archived here
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Taxonomy
TopicsPolynomial and algebraic computation