Carmine Di Fiore - Concepedia

Author

Carmine Di Fiore

University of Rome Tor Vergata ORCID

Also Known As

C. Di Fiore, Carmine Di Fiore, Di Fiore, C.

Publications

386

Citations

H-Index

Concepts

All Affiliations

University of Rome Tor Vergata

About

Carmine Di Fiore is an author at University of Rome Tor Vergata specializing in engineering, approximation theory, and spectral theory.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	4	4	149
2	Computer Science	2	2	58
3	Computer Engineering	1	1	47
4	Combinatorial Optimization	1	1	47
5	Convex Optimization	1	1	47

Carmine Di Fiore

Publications

301

Citations

H-Index

Page 1

	Year	Citations
Minimization of a Detail-Preserving Regularization Functional for Impulse Noise Removal Jian‐Feng Cai, Raymond H. Chan, Carmine Di Fiore Journal of Mathematical Imaging and Vision Image AnalysisEngineeringRegularization (Mathematics)Signal ReconstructionImage Denoising	2007	63
On the Use of Certain Matrix Algebras Associated with Discrete Trigonometric Transforms in Matrix Displacement Decomposition Enrico Bozzo, Carmine Di Fiore SIAM Journal on Matrix Analysis and Applications Spectral TheoryLinear OperatorRepresentation TheoryArbitrary MatrixMatrix Displacement Decomposition	1995	55
A new class of quasi-newtonian methods for optimal learning in mlp-networks Alessandro Bortoletti, Carmine Di Fiore, S. Fanelli, IEEE Transactions on Neural Networks Mathematical ProgrammingEngineeringMachine LearningUnconstrained OptimizationOptimal Learning	2003	47
Matrix algebras in Quasi-Newton methods for unconstrained minimization Carmine Di Fiore, S. Fanelli, Filomena Lepore, Numerische Mathematik Numerical AnalysisMathematical ProgrammingEngineeringUnconstrained MinimizationMatrix Method	2003	28
Matrix decompositions using displacement rank and classes of commutative matrix algebras Carmine Di Fiore, Paolo Zellini Linear Algebra and its Applications Spectral TheoryRepresentation TheoryMatrix DecompositionsModern AlgebraMatrix Analysis	1995	27
Matrix algebras in optimal preconditioning Carmine Di Fiore, Paolo Zellini Linear Algebra and its Applications Optimal PreconditioningMatrix MethodMatrix TheoryMatrix Analysis	2001	20
On a set of matrix algebras related to discrete Hartley-type transforms Alessandro Bortoletti, Carmine Di Fiore Linear Algebra and its Applications Spectral TheoryRepresentation TheoryModern AlgebraMatrix AnalysisQuantum Algebra	2003	17
Matrix Algebras and Displacement Decompositions Carmine Di Fiore SIAM Journal on Matrix Analysis and Applications Spectral TheoryRepresentation TheoryGeneral Displacement DecompositionN MatricesDisplacement Decompositions	2000	13
Low‐complexity minimization algorithms Carmine Di Fiore, S. Fanelli, Paolo Zellini Numerical Linear Algebra with Applications Numerical AnalysisLow-rank ApproximationEngineeringMatrix FactorizationMinimization Problems	2005	11
Hartley-type algebras in displacement and optimization strategies Carmine Di Fiore, Filomena Lepore, Paolo Zellini Linear Algebra and its Applications Mathematical ProgrammingModern AlgebraHartley-type AlgebrasAlgebraic MethodApplied Algebra	2003	10

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