M. A. Navascués - Concepedia

Author

M. A. Navascués

Also Known As

M A Navascués, M. A. NAVASCUÉS, M. A. Navascues, M. A. Navascués, M. ANTONIA NAVASCUÉS, M. Antonia Navascués Sanagustín, M.A. NAVASCUES, M.A. Navascues, M.A. Navascués, MA Navascués-Sanagustín

148

Publications

1.9K

Citations

H-Index

Concepts

All Affiliations

Universidad de Zaragoza Indian Institute of Technology Madras Australian National University Australian Mathematical Sciences Institute Centro Universitario de la Defensa en San Javier

About

M. A. Navascués is an author at Universidad de Zaragoza specializing in engineering, approximation theory, and functional analysis.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	17	26	1K
2	Natural Sciences	8	8	400
3	Social Sciences	4	4	81
4	Medicine	1	1	10
5	Public Health	1	1	10

M. A. Navascués

Publications

1.6K

Citations

H-Index

Page 1

	Year	Citations
Fractal Polynomial Interpolation M. A. Navascués Zeitschrift für Analysis und ihre Anwendungen Numerical AnalysisClassical ApproximantsGeometric InterpolationPade ApproximantEngineering	2005	233
Fractal Approximation M. A. Navascués Complex Analysis and Operator Theory	2009	115
Generalization of Hermite functions by fractal interpolation M. A. Navascués, María Victoria Sebastián Journal of Approximation Theory Riemann-hilbert ProblemEngineeringInterpolation SpaceFunction TheoryFractal Interpolation	2004	89
Smooth fractal interpolation M. A. Navascués, María Victoria Sebastián Journal of Inequalities and Applications Geometric ModelingNumerical AnalysisCubic SplineGeometric InterpolationEngineering	2006	89
Shape preservation of scientific data through rational fractal splines A. K. B. Chand, N. Vijender, M. A. Navascués CALCOLO Geometric ModelingGeometryNatural SciencesStatistical Shape AnalysisShape Analysis	2013	85
Fundamental Sets of Fractal Functions M. A. Navascués, A. K. B. Chand Acta Applicandae Mathematicae Function TheoryRiemann-hilbert ProblemGeneralized FunctionFundamental Sets	2007	84
Fractal perturbation preserving fundamental shapes: Bounds on the scale factors P. Viswanathan, A. K. B. Chand, M. A. Navascués Journal of Mathematical Analysis and Applications Discrete GeometryEngineeringPhysicsGeometryNatural Sciences	2014	77
FRACTAL BASES OF Lp SPACES M. A. Navascués Fractals EngineeringInterpolation SpaceFractal FunctionsSet-theoretic TopologyFunction Theory	2012	61
Natural bicubic spline fractal interpolation A. K. B. Chand, M. A. Navascués Nonlinear Analysis Numerical AnalysisGeometric ModelingGeometric InterpolationEngineeringNatural Sciences	2007	49
BOX DIMENSIONS OF α-FRACTAL FUNCTIONS Md. Nasim Akhtar, M. G. Prasad, M. A. Navascués Fractals Box DimensionEngineeringGeneralized FunctionArbitrary Data SetsFractal Analogue	2016	47

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