mvelete
Mvelete is a hypothetical algebraic primitive used in theoretical discussions of modular multivariate vector systems. In this framework, a mvelete is the elemental unit of a multivariate vector-like space, carrying both magnitude and a degree that measures its level of composition within the system. The term appears in conversations about constructing compact representations for high-dimensional data and for exploring algebraic rules that generalize ordinary vectors.
A mvelete is typically represented by a finite coordinate vector m = (m1, m2, ..., mn) together with
In a simple realization, the product is specified by a rule on coordinates; for example, in a
Applications cited in theoretical discussions include compact encoding of high-dimensional data, toy models in physics, and