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A fractional Borel–Pompeiu type formula and a related fractional ψ−$$ \psi - $$Fueter operator with respect to a vector‐valued function

Mathematical methods in the applied sciences, 2023-01, Vol.46 (2), p.2012-2022

2023

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Factors affecting student learning performance: A causal model in higher blended education

Journal of computer assisted learning, 2018-12, Vol.34 (6), p.807-815

2018

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Inframonogenic functions and their applications in 3‐dimensional elasticity theory

Mathematical methods in the applied sciences, 2018-07, Vol.41 (10), p.3622-3631

2018

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Local fractional Moisil–Teodorescu operator in quaternionic setting involving Cantor‐type coordinate systems

Mathematical methods in the applied sciences, 2021-01, Vol.44 (1), p.605-616

2021

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Biquaternionic Reformulation of a Fractional Monochromatic Maxwell System

Advances in High Energy Physics, 2020, Vol.2020, p.1-9

2020

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An approach to slice regular functions via post‐quantum calculus theory

Mathematical methods in the applied sciences, 2024-06

2024

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On some structural sets and a quaternionic (φ,ψ)-hyperholomorphic function theory

Mathematische Nachrichten, 2015-09, Vol.288 (13), p.1451-1475

2015

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Reduction procedure for obtaining solutions of the scalar additive Jump problem and Riemann boundary value problem in vectorial Clifford analysis

Mathematical methods in the applied sciences, 2024-07, Vol.47 (11), p.8611-8625

2024

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Boundary value problems for a second‐order elliptic partial differential equation system in Euclidean space

Mathematical methods in the applied sciences, 2023-09, Vol.46 (14), p.15784-15798

2023

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A Two-Parameter Fractional Tsallis Decision Tree

Entropy (Basel, Switzerland), 2022-04, Vol.24 (5), p.572

2022

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Decomposition of inframonogenic functions with applications in elasticity theory

Mathematical methods in the applied sciences, 2020-03, Vol.43 (4), p.1915-1924

2020

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Fractional Moisil-Teodorescu operator in elasticity and electromagnetism

Alexandria engineering journal, 2022-09, Vol.61 (9), p.6811-6818

2022

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Inframonogenic decomposition of higher‐order Lipschitz functions

Mathematical methods in the applied sciences, 2022-06, Vol.45 (9), p.4911-4928

2022

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Boundary value problems with higher order Lipschitz boundary data for polymonogenic functions in fractal domains

Applied mathematics and computation, 2015-10, Vol.269, p.802-808

2015

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A Fractional (q,q′) Non-Extensive Information Dimension for Complex Networks

Fractal and fractional, 2023-10, Vol.7 (10), p.702

2023

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Condición de Lorentz y ecuaciones de ondas electromagnéticas como propiedades emergentes del sistema de Maxwell

Ingeniare : Revista Chilena de Ingenieria, 2021-12, Vol.29 (4), p.767-777

2021

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New formulation of the Gompertz equation to describe the kinetics of untreated tumors

PloS one, 2019-11, Vol.14 (11), p.e0224978-e0224978

2019

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Compactness of embedding of generalized higher order Lipschitz classes

Analysis and mathematical physics, 2019-12, Vol.9 (4), p.1719-1727

2019

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Bochner‐Martinelli formula in superspace

Mathematical methods in the applied sciences, 2018-12, Vol.41 (18), p.9449-9476

2018

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Higher order Borel-Pompeiu representations in Clifford analysis

Mathematical methods in the applied sciences, 2016-11, Vol.39 (16), p.4787-4796

2016

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Integrated analysis of the potential, electric field, temperature, pH and tissue damage generated by different electrode arrays in a tumor under electrochemical treatment

Mathematics and computers in simulation, 2018-04, Vol.146, p.160-176

2018

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A note on the Bochner–Martinelli integral

Applied mathematics and computation, 2012-05, Vol.218 (17), p.9018-9023

2012

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Cauchy integral and singular integral operator over closed Jordan curves

Monatshefte für Mathematik, 2015-01, Vol.176 (1), p.1-15

2015

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Singular integral operators and a ∂¯-problem for (φ,ψ)-harmonic functions

Analysis and mathematical physics, 2021-12, Vol.11 (4), Article 155

2021

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A fractional Borel–Pompeiu type formula and a related fractional ψ−$$ \psi - $$Fueter operator with respect to a vector‐valued function

Factors affecting student learning performance: A causal model in higher blended education

Inframonogenic functions and their applications in 3‐dimensional elasticity theory

Local fractional Moisil–Teodorescu operator in quaternionic setting involving Cantor‐type coordinate systems

Biquaternionic Reformulation of a Fractional Monochromatic Maxwell System

An approach to slice regular functions via post‐quantum calculus theory

Tissue Damage, Temperature, and pH Induced by Different Electrode Arrays on Potato Pieces ( Solanum tuberosum L.)

On some structural sets and a quaternionic (φ,ψ)-hyperholomorphic function theory

Reduction procedure for obtaining solutions of the scalar additive Jump problem and Riemann boundary value problem in vectorial Clifford analysis

Boundary value problems for a second‐order elliptic partial differential equation system in Euclidean space

A Two-Parameter Fractional Tsallis Decision Tree

Decomposition of inframonogenic functions with applications in elasticity theory

Fractional Moisil-Teodorescu operator in elasticity and electromagnetism

Inframonogenic decomposition of higher‐order Lipschitz functions

Boundary value problems with higher order Lipschitz boundary data for polymonogenic functions in fractal domains

A Fractional (q,q′) Non-Extensive Information Dimension for Complex Networks

Condición de Lorentz y ecuaciones de ondas electromagnéticas como propiedades emergentes del sistema de Maxwell

New formulation of the Gompertz equation to describe the kinetics of untreated tumors

Compactness of embedding of generalized higher order Lipschitz classes

Bochner‐Martinelli formula in superspace

Higher order Borel-Pompeiu representations in Clifford analysis

Integrated analysis of the potential, electric field, temperature, pH and tissue damage generated by different electrode arrays in a tumor under electrochemical treatment

A note on the Bochner–Martinelli integral

Cauchy integral and singular integral operator over closed Jordan curves

Singular integral operators and a ∂¯-problem for (φ,ψ)-harmonic functions

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