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- Enrique de Amo, Manuel Díaz Carrillo, Juan Fernández-Sánchez
- Fuzzy Sets and Systems
- 2013

Recently, Durante and Jaworski (2008) [6] have proved that the class of absolutely continuous copulas with a given diagonal section is non-empty in case that the diagonal function is such that the set of points where this coincides with the identity function has null-measure. In this paper, we show that if we consider sub-diagonals (or super-diagonals),… (More)

- Enrique de Amo, Manuel Díaz Carrillo, Juan Fernández-Sánchez
- Fuzzy Sets and Systems
- 2012

We introduce a constructive method, by using a doubly stochastic measure, to describe all the copulas that, in view of Sklar's Theorem, are able to connect a bivariate distribution to its marginals. We use this to give the lower and upper optimal bounds for all the copulas that extend a given subcopula.

- Enrique de Amo, Manuel Díaz Carrillo, Juan Fernández-Sánchez, Antonio Salmerón
- Applied Mathematics and Computation
- 2012

- D M Armstrong, E Amo, +4 authors S Young
- Nursing administration quarterly
- 1985

Copulas can be used to describe multivariate dependence structures. We explore the rôle of copulas with fractal support in the study of association measures. 1 General introduction and motivation Copulas are of interest because they link joint distributions to their marginal distributions. Sklar [12] showed that, for any real-valued random variables X 1 and… (More)

- Enrique de Amo, Manuel Díaz Carrillo, Juan Fernández-Sánchez
- Mathematics and Computers in Simulation
- 2013

The aim of this paper is to show, using some of Barnsley's ideas, how it is possible to generalize a fractal interpolation problem to certain post critically finite (PCF) compact sets in R n. We use harmonic functions to solve this fractal interpolation problem.

- Enrique de Amo, Hans De Meyer, Manuel Díaz Carrillo, Juan Fernández-Sánchez
- Fuzzy Sets and Systems
- 2016

In recent years special attention has been devoted to the problem of finding a copula, the diagonal section and opposite diagonal section of which are known. For given diagonal function and opposite diagonal functions, we provide necessary and sufficient conditions for the existence of a copula to have these functions as diagonal and opposite diagonal… (More)

- José Juan Rodríguez Cano, Enrique de Amo
- Int. J. Math. Mathematical Sciences
- 2012

We give a new approach to Taylor's remainder formula, via a generalization of Cauchy's generalized mean value theorem, which allows us to include the well-known Schölomilch, Lebesgue, Cauchy, and the Euler classic types, as particular cases.

- Enrique de Amo, Manuel Díaz Carrillo, Juan Fernández-Sánchez
- Fuzzy Sets and Systems
- 2011

In this paper we study a class of duality functions given by the solution of a system of functional equations related to the De Rham system. With the aid of a generalized dyadic representation system in the unit interval, we study a negation N which is a duality function for pairs of operators satisfying certain boundary conditions. New properties of N are… (More)

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