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Elemér E Rosinger

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math.GM2009★ 2 cited

Where Infinitesimals Come From ..

Elemer E Rosinger

The presence of infinitesimals is traced back to some of the most general algebraic structures, namely, semigroups, and in fact, magmas, [1], in which none of the structures of lin…

math.GM2009

Brief Notes on Sheaves Theory

Elemer E Rosinger

Essentials of sheaves are briefly presented, followed by related comments on presheaves, bundles, manifolds and singularities, aiming to point to their differences not only in thei…

math.GM2009★ 3 cited

Brief Lecture Notes on Self-Referential Mathematics, and Beyond

Elemer E Rosinger

Recently delivered lectures on Self-Referential Mathematics, [2], at the Department of Mathematics and Applied Mathematics, University of Pretoria, are briefly presented. Comments…

math.GM2009★ 7 cited

Self-Referential Definition of Orthogonality

Elemer E Rosinger, Gusti van Zyl

There has for longer been an interest in finding equivalent conditions which define inner product spaces, and the respective literature is considerable, see for instance Amir, whic…

math.GM2009★ 1 cited

Heisenberg Uncertainty in Reduced Power Algebras

Elemer E Rosinger

The Heisenberg uncertainty relation is known to be obtainable by a purely mathematical argument. Based on that fact, here it is shown that the Heisenberg uncertainty relation remai…

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