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From the 1 of 11 linked papers with an AI index.

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11 papers

math.CV2026

Exceptional supersphere integration and logarithmic Pizzetti kernels

Juan Bory-Reyes, Baruch Schneider, Diana Schneiderova +1

We study orthosymplectically invariant supersphere integration at the exceptional superdimensions , where the harmonic Fischer structure becomes nonsemisimple and the Pizzet…

math.CV2026

A connection between quaternionic slice regular and Fueter hyperholormorphic functions

José Oscar González-Cervantes, Daniel González-Campos, Juan Bory-Reyes +1

This paper presents some results for the slice regular functions and hyperholomorphic functions theories, as consequences of new relationships between the global operator , Fuet…

math.CV2026

Right q-vector calculus at integral superdimension: localized decompositions and resonance

Juan Bory-Reyes, Baruch Schneider, Diana Barseghyan Schneiderová +1

The paper develops a rigorous right q‑vector calculus for radial algebras at integral superdimension, providing explicit coordinate realizations, Fischer decompositions, and a deta…

math.CV2026

Intrinsic \(q\)-Radial Vector Derivatives and Localized Fischer Decompositions on Radial Algebras

Diana Barseghyan, Juan Bory-Reyes, Baruch Schneider +1

We construct intrinsic right q-radial vector derivatives on radial algebras. Here intrinsic means that the construction uses only the abstract radial variables and their central sc…

math.CV2026

A Non-integer Dimensional Space Approach to the Moisil-Teodorescu Operator

Juan Bory-Reyes, Marco Antonio Pérez-de la Rosa, José Oscar González-Cervantes +1

The vector calculus in non-integer dimensional space (NIDS), including the NIDS version of the standard vector differential operators (gradient, divergence, and curl) is well-known…

math.CV2026

On quaternionic analysis and a certain generalized fractal-fractional -Fueter operator

Juan Adrián Ramírez-Belman, José Oscar González-Cervantes, Juan Bory-Reyes

This paper introduce a fractal ψ-Fueter operator in the quaternionic context inspired in the concepts of proportional derivative and Hausdorff derivative (fractal derivative) of a…