Eusebio Ariza Garcia

@yachaytech.edu.ec

School of Mathematical and Computational Sciences
Yachay Tech University

Eusebio Ariza Garcia


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https://researchid.co/euariza

RESEARCH INTERESTS

Harmonic Analysis, Real Analysis, Clifford Analysis, Hypercomplex algebras, Wavelet theory, PDEs, Integral transforms, Mathematical disclosure, History of mathematics, mathematics education.
14

Scopus Publications

38

Scholar Citations

4

Scholar h-index

Scopus Publications

RECENT SCHOLAR PUBLICATIONS

  • ψ -weighted Cauchy-Riemann operators and some associated integral representation
    E Ariza, A Di Teodoro, CJ Vanegas
    Quaestiones Mathematicae 43 (3), 335-360 , 2020
    2020.0
    Citations: 5
  • Sufficient Conditions for First-Order Differential Operators to be Associated with a q -Metamonogenic Operator in a Clifford Type Algebra
    E Ariza García, A Di Teodoro, M Sapiain, F Vargas
    Computational Methods and Function Theory 17 (2), 211-236 , 2017
    2017.0
  • First Order Differential Operators Associated to the Space of q -Monogenic Functions
    E Ariza García, A Di Teodoro, J Vanegas
    Advances in Applied Clifford Algebras 27 (1), 135-147 , 2017
    2017.0
    Citations: 1
  • First order differential operators associated to the space of q-monogenic functions
    E Ariza, A Di Teodoro, J Vanegas
    Advances in Applied Clifford Algebras 27, 135-147 , 2017
    2017.0
    Citations: 5
  • Sufficient conditions for first-order differential operators to be associated with a q-metamonogenic operator in a Clifford type algebra
    E Ariza, A Di Teodoro, M Sapiain, F Vargas
    Comput. Methods Funct. Theory 17, 211-236 , 2017
    2017.0
    Citations: 3
  • First order differential operators associated to the space of monogenic functions in parameter-depending Clifford algebras
    E Ariza, J Vanegas, F Vargas
    Advances in Applied Clifford Algebras 26 (1), 13-29 , 2016
    2016.0
    Citations: 7
  • Fundamental solutions for second order elliptic operators in Clifford-type algebras
    E Ariza, A Di Teodoro, A Infante, J Vanegas
    Advances in Applied Clifford Algebras 25 (3), 527-538 , 2015
    2015.0
    Citations: 7
  • Interior L p -Estimates for Functions in Clifford Type Algebras
    E Ariza, Y Bolívar, L Mármol, J Vanegas
    Advances in Applied Clifford Algebras 25 (2), 271-282 , 2015
    2015.0
    Citations: 4
  • PROBLEMAS DE VALORES INICIALES Y REPRESENTACIONES INTEGRALES EN ANALISIS DE CLIFFORD
    E Ariza, A Di Teodoro
    Acta Cientıfica Venezolana 65 (4), 225-233 , 2014
    2014.0
    Citations: 1
  • Multi M q -monogenic Function in Different Dimension
    E Ariza, A Di Teodoro
    Hypercomplex Analysis: New Perspectives and Applications, 61-73 , 2013
    2013.0
    Citations: 2
  • Hartog’s Type Extension Theorem in Some Piecewise Constant Structure Relations For Metamonogenic Functions of First Order
    E Ariza, A Di Teodoro
    Advances in Applied Clifford Algebras 23 (3), 561-576 , 2013
    2013.0
  • TEOREMAS DE EXTENSION TIPO HARTOGS EN ANALISIS DE CLIFFORD.
    E Ariza
    2011.0
  • Teorema de extensión para funciones multi-monogénicas en álgebras parametrizadas
    E Ariza, CJ Vanegas
    Boletın de la Asociación Matemática Venezolana, 5 , 2011
    2011.0
    Citations: 3
  • Past and Future Directions in Hypercomplex and Harmonic Analysis
    E Ariza, A Di Teodoro, F Vargas

MOST CITED SCHOLAR PUBLICATIONS

  • First order differential operators associated to the space of monogenic functions in parameter-depending Clifford algebras
    E Ariza, J Vanegas, F Vargas
    Advances in Applied Clifford Algebras 26 (1), 13-29 , 2016
    2016.0
    Citations: 7
  • Fundamental solutions for second order elliptic operators in Clifford-type algebras
    E Ariza, A Di Teodoro, A Infante, J Vanegas
    Advances in Applied Clifford Algebras 25 (3), 527-538 , 2015
    2015.0
    Citations: 7
  • ψ -weighted Cauchy-Riemann operators and some associated integral representation
    E Ariza, A Di Teodoro, CJ Vanegas
    Quaestiones Mathematicae 43 (3), 335-360 , 2020
    2020.0
    Citations: 5
  • First order differential operators associated to the space of q-monogenic functions
    E Ariza, A Di Teodoro, J Vanegas
    Advances in Applied Clifford Algebras 27, 135-147 , 2017
    2017.0
    Citations: 5
  • Interior L p -Estimates for Functions in Clifford Type Algebras
    E Ariza, Y Bolívar, L Mármol, J Vanegas
    Advances in Applied Clifford Algebras 25 (2), 271-282 , 2015
    2015.0
    Citations: 4
  • Sufficient conditions for first-order differential operators to be associated with a q-metamonogenic operator in a Clifford type algebra
    E Ariza, A Di Teodoro, M Sapiain, F Vargas
    Comput. Methods Funct. Theory 17, 211-236 , 2017
    2017.0
    Citations: 3
  • Teorema de extensión para funciones multi-monogénicas en álgebras parametrizadas
    E Ariza, CJ Vanegas
    Boletın de la Asociación Matemática Venezolana, 5 , 2011
    2011.0
    Citations: 3
  • Multi M q -monogenic Function in Different Dimension
    E Ariza, A Di Teodoro
    Hypercomplex Analysis: New Perspectives and Applications, 61-73 , 2013
    2013.0
    Citations: 2
  • First Order Differential Operators Associated to the Space of q -Monogenic Functions
    E Ariza García, A Di Teodoro, J Vanegas
    Advances in Applied Clifford Algebras 27 (1), 135-147 , 2017
    2017.0
    Citations: 1
  • PROBLEMAS DE VALORES INICIALES Y REPRESENTACIONES INTEGRALES EN ANALISIS DE CLIFFORD
    E Ariza, A Di Teodoro
    Acta Cientıfica Venezolana 65 (4), 225-233 , 2014
    2014.0
    Citations: 1
  • Sufficient Conditions for First-Order Differential Operators to be Associated with a q -Metamonogenic Operator in a Clifford Type Algebra
    E Ariza García, A Di Teodoro, M Sapiain, F Vargas
    Computational Methods and Function Theory 17 (2), 211-236 , 2017
    2017.0
  • Hartog’s Type Extension Theorem in Some Piecewise Constant Structure Relations For Metamonogenic Functions of First Order
    E Ariza, A Di Teodoro
    Advances in Applied Clifford Algebras 23 (3), 561-576 , 2013
    2013.0
  • TEOREMAS DE EXTENSION TIPO HARTOGS EN ANALISIS DE CLIFFORD.
    E Ariza
    2011.0
  • Past and Future Directions in Hypercomplex and Harmonic Analysis
    E Ariza, A Di Teodoro, F Vargas