M.I. Bueno - Concepedia

Author

M.I. Bueno

Also Known As

Bueno Cachadiña, María Isabel, Bueno, M. I., Bueno, Maria Isabel, Bueno, María Isabel, M BUENO, M. I. Bueno, M. Isabel Bueno, M.I. Bueno, Maria I. Bueno, Maria Isabel Bueno

Publications

441

Citations

H-Index

Concepts

All Affiliations

Universidad Carlos III de Madrid University of California, Santa Barbara Universidade do Porto University of Lisbon

About

M.I. Bueno is an author at Universidad Carlos III de Madrid specializing in engineering, numerical analysis, and discrete mathematics.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	5	5	100
2	Approximation Theory	2	2	48
3	Computational Geometry	2	2	25
4	Computer Science	1	1	38
5	Physics	1	1	10

M.I. Bueno

Publications

371

Citations

H-Index

Page 1

	Year	Citations
Darboux transformation and perturbation of linear functionals M.I. Bueno, Francisco Marcellán Linear Algebra and its Applications Generalized FunctionResolvent KernelLinear FunctionalsFunctional Analysis	2004	144
Recovery of Eigenvectors and Minimal Bases of Matrix Polynomials from Generalized Fiedler Linearizations M.I. Bueno, Fernando De Terán, Froilán M. Dopico SIAM Journal on Matrix Analysis and Applications Spectral TheoryNumerical AnalysisEngineeringMatrix PolynomialGeneralized Fiedler Linearizations	2011	38
Large vector spaces of block-symmetric strong linearizations of matrix polynomials M.I. Bueno, Froilán M. Dopico, Susana Furtado, Linear Algebra and its Applications Spectral TheoryLarge Vector SpacesEngineeringMatrix AnalysisAlgebraic Combinatorics	2015	32
Structured strong linearizations from Fiedler pencils with repetition I M.I. Bueno, K. Curlett, Susana Furtado Linear Algebra and its Applications Mathematical ProgrammingAlgebraic MethodStrong LinearizationsMathematical ModellingDiscrete Mathematics	2014	30
Polynomial perturbations of bilinear functionals and Hessenberg matrices M.I. Bueno, Francisco Marcellán Linear Algebra and its Applications Orthogonal PolynomialAlgebraic AnalysisPolynomial PerturbationsMatrix TheoryFunctional Analysis	2005	28
Eigenvectors and minimal bases for some families of Fiedler-like linearizations M.I. Bueno, Fernando De Terán Linear and Multilinear Algebra	2013	23
A block-symmetric linearization of odd degree matrix polynomials with optimal eigenvalue condition number and backward error M.I. Bueno, Froilán M. Dopico, Susana Furtado, CALCOLO	2018	16
Structured strong linearizations from Fiedler pencils with repetition II M.I. Bueno, Susana Furtado Linear Algebra and its Applications Mathematical ProgrammingRepetition IiAlgebraic Graph TheoryAlgebraic MethodMathematical Modelling	2014	15
A simplified approach to Fiedler-like pencils via block minimal bases pencils M.I. Bueno, Froilán M. Dopico, Javier Pérez, Linear Algebra and its Applications Graph TheorySimplified ApproachDiscrete MathematicsFiedler-like PencilsComputational Geometry	2018	15
Stability and Sensitivity of Tridiagonal LU Factorization without Pivoting M.I. Bueno, Froil�n M. Dopico BIT Numerical Mathematics Numerical AnalysisTridiagonal Lu FactorizationEngineeringMatrix FactorizationPhysics	2004	10

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