Search Results - "Sendra, J"
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Computation of Moore–Penrose generalized inverses of matrices with meromorphic function entries
Published in Applied mathematics and computation (15-11-2017)“…In this paper, given a field with an involutory automorphism, we introduce the notion of Moore–Penrose field by requiring that all matrices over the field have…”
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2
Transforming Radical Differential Equations to Algebraic Differential Equations
Published in Mediterranean journal of mathematics (01-05-2024)“…In this paper, we present an algorithmic procedure that transforms, if possible, a given system of ordinary or partial differential equations with radical…”
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3
Moore–Penrose approach in the Hough transform framework
Published in Applied mathematics and computation (15-06-2020)“…Let F(x, a) be a real polynomial in two sets of variables, x and a, that is linear with respect to one of the variable sets, say a. In this paper, we deal with…”
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4
Indoor lighting design for healthier workplaces: natural and electric light assessment for suitable circadian stimulus
Published in Optics express (13-09-2021)“…Light, especially daylight, plays a critical role in human health as the main timer for circadian rhythms. Indoor environments usually lack the correct…”
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5
Distortion-Free Instantaneous Multifrequency Saturator for THD Current Reduction
Published in IEEE transactions on industrial electronics (1982) (01-07-2019)“…The importance of distributed generation and renewable energies inclusion has led to obtain the maximum from power converters, in terms of total harmonic…”
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6
Algebraic and algorithmic aspects of radical parametrizations
Published in Computer aided geometric design (01-07-2017)“…In this article algebraic constructions are introduced in order to study the variety defined by a radical parametrization (a tuple of functions involving…”
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7
Representations and geometrical properties of generalized inverses over fields
Published in Linear & multilinear algebra (21-12-2022)“…In this paper, as a generalization of Urquhart's formulas, we present a full description of the sets of inner inverses and $ (B,C) $ ( B , C ) -inverses over…”
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8
Covering rational ruled surfaces
Published in Mathematics of computation (01-11-2017)“…We present an algorithm that covers any given rational ruled surface with two rational parametrizations. In addition, we present an algorithm that transforms…”
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9
Symbolic computation of Drazin inverses by specializations
Published in Journal of computational and applied mathematics (01-08-2016)“…In this paper, we show how to reduce the computation of Drazin inverses over certain computable fields to the computation of Drazin inverses of matrices with…”
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10
Solving First Order Autonomous Algebraic Ordinary Differential Equations by Places
Published in Mathematics in computer science (01-06-2020)“…Given a first order autonomous algebraic ordinary differential equation, we present a method for computing formal power series solutions by means of places. We…”
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11
Birational reparameterizations of surfaces
Published in Revista de la Real Academia de Ciencias Exactas, Físicas y Naturales. Serie A, Matemáticas (01-07-2024)“…Given a unirational parameterization of a surface, we present a general algorithm to determine a birational parameterization without using parameterization…”
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12
Cissoid constructions of augmented rational ruled surfaces
Published in Computer aided geometric design (01-02-2018)“…Given two real affine rational surfaces we derive a criterion for deciding the rationality of their cissoid. Furthermore, when one of the surfaces is augmented…”
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13
Missing sets in rational parametrizations of surfaces of revolution
Published in Computer aided design (01-09-2015)“…Parametric representations do not cover, in general, the whole geometric object that they parametrize. This can be a problem in practical applications. In this…”
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14
A note about rational surfaces as unions of affine planes
Published in Revista de la Real Academia de Ciencias Exactas, Físicas y Naturales. Serie A, Matemáticas (01-04-2023)“…We prove that any smooth rational projective surface over the field of complex numbers has an open covering consisting of 3 subsets isomorphic to affine planes…”
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15
Gröbner basis computation of Drazin inverses with multivariate rational function entries
Published in Applied mathematics and computation (15-05-2015)“…In this paper we show how to apply Gröbner bases to compute the Drazin inverse of a matrix with multivariate rational functions as entries. When the…”
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16
On the Base Point Locus of Surface Parametrizations: Formulas and Consequences
Published in Communications in mathematics and statistics (01-12-2022)“…This paper shows that the multiplicity of the base point locus of a projective rational surface parametrization can be expressed as the degree of the content…”
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17
Olive oil quantification of edible vegetable oil blends using triacylglycerols chromatographic fingerprints and chemometric tools
Published in Talanta (Oxford) (15-07-2011)“…The present work studies the effectiveness of the use of triacylglycerols (TAGs) for the quantification of olive oil in blends with vegetable oils. The…”
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18
Algebraic, Rational and Puiseux Series Solutions of Systems of Autonomous Algebraic ODEs of Dimension One
Published in Mathematics in computer science (01-06-2021)“…In this paper, we study the algebraic, rational and formal Puiseux series solutions of certain type of systems of autonomous ordinary differential equations…”
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19
Comparing the impact of presence patterns on energy demand in residential buildings using measured data and simulation models
Published in Building simulation (01-12-2019)“…Prediction of the energy performance of buildings helps designers with decision-making during the design process in new construction, as well as in renovation…”
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20
A solution method for autonomous first-order algebraic partial differential equations
Published in Journal of computational and applied mathematics (01-07-2016)“…In this paper we present a procedure for solving first-order autonomous algebraic partial differential equations in an arbitrary number of variables. The…”
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