L. Velázquez - Concepedia

Author

L. Velázquez

Also Known As

L Velázquez, L. VELÁZQUEZ, L. Velázquez, Luis Velazquez, Luis Velázquez, Velazquez, L., Velazquez, Luis, Velázquez, L., Velázquez, Luis

Publications

1.1K

Citations

H-Index

Concepts

All Affiliations

Universidad de Zaragoza University of California, Berkeley Leibniz University Hannover University of Copenhagen University of California System

About

L. Velázquez is an author at Universidad de Zaragoza specializing in engineering, functional analysis, and spectral theory.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	8	8	395
2	Physics	4	4	70
3	Natural Sciences	3	3	39
4	Quantum Computing	2	2	178
5	Quantum Science	1	1	68

L. Velázquez

Publications

934

Citations

H-Index

Page 1

	Year	Citations
Five-diagonal matrices and zeros of orthogonal polynomials on the unit circle Maŕıa José Cantero, L. Velázquez Linear Algebra and its Applications Unit CircleOrthogonal PolynomialsOrthogonal PolynomialMatrix TheoryReal Algebraic Geometry	2003	285
Recurrence for Discrete Time Unitary Evolutions F. Alberto Grünbaum, L. Velázquez, Albert H. Werner, Communications in Mathematical Physics Quantum DynamicEngineeringQuantum ComputingEntropyDiscrete Dynamical System	2013	118
Quantum Recurrence of a Subspace and Operator-Valued Schur Functions Jean Bourgain, F. Alberto Grünbaum, L. Velázquez, Communications in Mathematical Physics Symmetric FunctionQuantum ScienceLinear OperatorEngineeringRepresentation Theory	2014	68
The Topological Classification of One-Dimensional Symmetric Quantum Walks Christopher Cedzich, T. Geib, F. Alberto Grünbaum, Annales Henri Poincaré Quantum TheoryTopological InvariantTopological ClassificationGeometric Quantization	2017	64
Minimal representations of unitary operators and orthogonal polynomials on the unit circle Maŕıa José Cantero, L. Velázquez Linear Algebra and its Applications Spectral TheoryEngineeringOrthogonal PolynomialsRepresentation TheoryMinimal Representations	2005	62
Matrix orthogonal polynomials whose derivatives are also orthogonal María José Peláez Cantero, L. Velázquez Journal of Approximation Theory Spectral TheoryMatrix Orthogonal PolynomialsOrthogonal PolynomialMatrix TheoryMatrix Analysis	2007	61
The CGMV method for quantum walks Maŕıa José Cantero, F. Alberto Grünbaum, L. Velázquez Quantum Information Processing EngineeringQuantum ComputingQuantum Optimization AlgorithmQuantum AlgorithmApproximation Theory	2012	60
Measures on the unit circle and unitary truncations of unitary operators Maŕıa José Cantero, L. Velázquez Journal of Approximation Theory Integral GeometrySpectral TheoryMeasure TheoryUnit CircleEngineering	2005	37
Complete homotopy invariants for translation invariant symmetric quantum walks on a chain Christopher Cedzich, T. Geib, Christoph Stahl, Institutional Repository of Leibniz Universität Hannover (Leibniz Universität Hannover) Translation InvariancePhysicsBand StructureQuantum AlgebraLoop Space	2018	31
Differential properties of matrix orthogonal polynomials Maŕıa José Cantero, L. Velázquez ArXiv.org Spectral TheoryMatrix Orthogonal PolynomialsSemi-classical Linear FunctionalsLinear OperatorEngineering	2002	21

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