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Díaz Carrillo, Manuel Author

An exact functional Radon-Nikodym theorem for Daniell integrals

  • De Amo E.
  • Chitescu I.
  • Díaz Carrillo M.

STUDIA MATHEMATICA - 1/1/2001

10.4064/sm148-2-1

Cite count: 2 (Web of Science) 3 (Scopus)
  • JCR Quartile: Q3 (2001)
  • SJR Quartile: Q2
  • JCR Impact Factor: 0.399 (2022)
  • Category normalized Impact: 0.142 (2001)
  • CiteScore: 1.5 (2020)
  • SJR: 0.998 (2001
  • SNIP: 1.069 (2001
  • SJR Categories: Mathematics (miscellaneous) (Q2)

A Radon-Nikodym derivative for positive linear functionals

  • Amo E.
  • Carrillo M.

Studia Mathematica - 13/7/2009

10.4064/sm192-1-1

Cite count: 2 (Scopus)
  • SJR Quartile: Q2
  • JCR Impact Factor: 0.645 (2009)
  • CiteScore: 1.5 (2020)
  • SJR: 1.102 (2009
  • SNIP: 1.111 (2009
  • JCR 5-year Impact Factor: 0.74
  • JCR Categories: MATHEMATICS
  • SJR Categories: Mathematics (miscellaneous) (Q2)

Daniell-loomis integrals

  • Carrillo M.
  • Günzler H.

Rocky Mountain Journal of Mathematics - 1/1/1997

10.1216/rmjm/1181071861

Cite count: 4 (Scopus)
  • CiteScore: 0.8 (2020)

A study of topological conjugacies between alternate representation systems

  • Enrique de Amo
  • Manuel Díaz Carrillo
  • Juan Fernández Sánchez

REVISTA DE LA REAL ACADEMIA DE CIENCIAS EXACTAS FISICAS Y NATURALES SERIE A-MATEMATICAS - 1/7/2022

10.1007/s13398-022-01276-8

Cite count: 2 (Web of Science)
  • JCR Quartile: Q1 (2022)
  • JCR Impact Factor: 2.9 (2022)
  • Category normalized Impact: 0.918 (2022)
  • CiteScore: 3.9 (2021)
  • SJR: 1.055 (2021
  • SNIP: 1.437 (2021
  • JCR 5-year Impact Factor: 2.1
  • JCR Categories: MATHEMATICS

LOCAL AND IMPROPER DANIELL-LOOMIS INTEGRALS

  • Manuel Díaz Carrillo
  • Enrique de Amo Artero

RENDICONTI DEL CIRCOLO MATEMATICO DI PALERMO - 1/10/2005

10.1007/bf02874940

Cite count: 1 (Web of Science) 1 (Scopus)
  • SJR Quartile: Q3
  • Category normalized Impact: 0.078 (2005)
  • CiteScore: 1.2 (2020)
  • SJR: 0.469 (2005
  • SNIP: 0.494 (2005
  • SJR Categories: Mathematics (miscellaneous) (Q3)

Fubini-integral metrics

  • de Amo E.
  • Carrillo M.

Rendiconti del Circolo Matematico di Palermo - 1/6/1997

10.1007/bf02977026

Cite count:
  • CiteScore: 1.2 (2020)

An approximate functional Radon-Nikodym theorem

  • de Amo E.
  • Chitescu I.
  • Carrillo M.

Rendiconti del Circolo Matematico di Palermo - 1/1/1999

10.1007/bf02844335

Cite count: 6 (Scopus)
  • SJR Quartile: Q3
  • CiteScore: 1.2 (2020)
  • SJR: 0.271 (1999
  • SNIP: 0.281 (1999
  • SJR Categories: Mathematics (miscellaneous) (Q3)

The hausdorff dimension of the generalized level sets of takagi's function

  • De Amo E.
  • Carrillo M.
  • Sánchez J.

Real Analysis Exchange - 25/11/2013

10.14321/realanalexch.38.2.0421

Cite count:
  • SJR Quartile: Q3
  • CiteScore: 0.8 (2020)
  • SJR: 0.346 (2013
  • SNIP: 0.935 (2013
  • SJR Categories: Geometry and Topology (Q3); Analysis (Q4)

ANOTHER PROOF OF EULER'S FORMULA FOR ζ(2<i>k</i>)

  • Manuel Díaz Carrillo
  • Juan Fernández Sánchez
  • Enrique de Amo Artero

PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY - 1/4/2011

10.1090/s0002-9939-2010-10565-8

Cite count: 10 (Web of Science) 10 (Scopus)
  • JCR Quartile: Q2 (2011)
  • SJR Quartile: Q1
  • JCR Impact Factor: 0.611 (2011)
  • Category normalized Impact: 0.849 (2011)
  • CiteScore: 1.7 (2020)
  • SJR: 1.185 (2011
  • SNIP: 1.071 (2011
  • JCR 5-year Impact Factor: 0.648
  • JCR Categories: MATHEMATICS, APPLIED
  • SJR Categories: Applied Mathematics (Q1); Mathematics (miscellaneous) (Q1)
Open Access

A family of singular functions and its relation to harmonic fractal analysis and fuzzy logic

  • De Amo E.
  • Carrillo M.
  • Fernández-Sánchez J.

OPEN MATHEMATICS - 17/12/2016

10.1515/math-2016-0094

Cite count: 3 (Web of Science) 2 (Scopus)
  • JCR Quartile: Q2 (2016)
  • SJR Quartile: Q2
  • JCR Impact Factor: 0.682 (2022)
  • Category normalized Impact: 0.503 (2016)
  • CiteScore: 0.9 (2018)
  • SJR: 0.466 (2016
  • SNIP: 0.83 (2016
  • JCR 5-year Impact Factor: 0.682
  • JCR Categories: MATHEMATICS
  • SJR Categories: Mathematics (miscellaneous) (Q2)

Medibilidad para sistemas integrales no monótonamente continuos

  • Manuel Díaz Carrillo
  • Enrique de Amo Artero

XIV jornadas hispano-Lusas de matemáticas - 1989

Cite count:
  • Dialnet

On concordance measures and copulas with fractal support

  • De Amo E.
  • Carrillo M.
  • Fernández-Sánchez J.

Advances in Intelligent and Soft Computing - 1/12/2010

10.1007/978-3-642-14746-3-17

Cite count: 1 (Scopus)
  • SJR Quartile: Q4
  • SJR: 0.131 (2010
  • SJR Categories: Computer Science (miscellaneous) (Q4)

Sistemas producto y teoremas de Fubini para la integración de Riemann-Loomis

  • Enrique de Amo Artero
  • Manuel Díaz Carrillo

1994

Cite count:
  • Dialnet
Open Access

Copulas and Self-affine Functions

  • de Amo E.
  • Carrillo M.
  • Sánchez J.

AGGREGATION FUNCTIONS IN THEORY AND IN PRACTISE - 1/1/2013

10.1007/978-3-642-39165-1_9

Cite count:
  • SJR Categories: Computational Mechanics; Computer Science Applications; Computer Science (miscellaneous)

This author has no patents.

Scopus: 8

Web of Science: 10

Scopus: 7

Web of Science: 12

Last data update: 11/20/24 2:40 AM
Next scheduled update: 11/23/24 3:00 AM