Motion and Animation in Multiplication

This note records immanent coordinate systems carried by the support of multiplication tables and distinguishes fixed-integer Euclidean motion from frame-to-frame Zusean animation.Multiplicity, support, parity, projection, boundary admission, finite chamber coordinates, Cartesian extension, and Zusean coordinates are brought into a common reading of the evolving support chamber. Motion follows a fixed integer through changing Euclidean frames, while animation compares corresponding positions and structures across successive chambers.The note closes the core Euclidean Decomposition series.

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Publication Details

Journal
Figshare
Published
2026-10-27
DOI
https://doi.org/10.6084/m9.figshare.34810200
Primary Topic
Mathematics and Applications
Type
preprint
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preprint

Motion and Animation in Multiplication

Frédéric D. W. Heidenthal-König
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Figshare
Mathematics and Applications
preprint

Motion and Animation in Multiplication

Frédéric D. W. Heidenthal-König
preprint en

Abstract

This note records immanent coordinate systems carried by the support of multiplication tables and distinguishes fixed-integer Euclidean motion from frame-to-frame Zusean animation.Multiplicity, support, parity, projection, boundary admission, finite chamber coordinates, Cartesian extension, and Zusean coordinates are brought into a common reading of the evolving support chamber. Motion follows a fixed integer through changing Euclidean frames, while animation compares corresponding positions and structures across successive chambers.The note closes the core Euclidean Decomposition series.

Figshare
Mathematics and Applications
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Motion and Animation in Multiplication — Frédéric D. W. Heidenthal-König · Figshare (2026) | TGRS Research Map | TGRS