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Pop, Ovidiu T.

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Author ID: pop.ovidiu-t Recent zbMATH articles by "Pop, Ovidiu T."
Published as: Pop, O. T.; Pop, Ovidiu; Pop, Ovidiu T.; Pop, Ovıdıu T.
Documents Indexed: 91 Publications since 2003
all top 5

Serials

16 Creative Mathematics and Informatics
10 Revue d’Analyse Numérique et de Théorie de l’Approximation
5 Analele Universităţii din Craiova. Seria Matematică Informatică
5 Analele Universităţii din Oradea. Fascicola Matematică
5 Carpathian Journal of Mathematics
5 Journal of Science and Arts
4 Miskolc Mathematical Notes
4 International Journal of Geometry
3 Demonstratio Mathematica
3 Analele Ştiinţifice ale Universităţii “Ovidius” Constanţa. Seria: Matematică
3 JIPAM. Journal of Inequalities in Pure & Applied Mathematics
2 Studia Universitatis Babeş-Bolyai. Mathematica
2 General Mathematics
2 Mathematical Inequalities & Applications
2 Acta Universitatis Apulensis. Mathematics - Informatics
2 Journal of Mathematical Inequalities
1 Fasciculi Mathematici
1 International Journal of Mathematics and Mathematical Sciences
1 Studia Scientiarum Mathematicarum Hungarica
1 Southeast Asian Bulletin of Mathematics
1 Facta Universitatis. Series Mathematics and Informatics
1 Mathematica Balkanica. New Series
1 Acta Mathematica Universitatis Comenianae. New Series
1 Glasnik Matematički. Serija III
1 Analele Ştiinţifice ale Universităţii Al. I. Cuza din Iaşi. Serie Nouă. Matematică
1 Buletinul Ştiinţific al Universităţii Politehnica din Timişoara. Seria Matematică-Fizică
1 Forum Geometricorum
1 International Journal of Pure and Applied Mathematics
1 The Australian Journal of Mathematical Analysis and Applications
1 Applied Mathematics & Information Sciences
1 Analele Universităţii de Vest din Timişoara. Seria Matematică-Informatică
1 Gazeta Matematică. Seria A
1 Constructive Mathematical Analysis

Publications by Year

Citations contained in zbMATH Open

29 Publications have been cited 74 times in 51 Documents Cited by Year
Approximation of \(B\)-continuous and \(B\)-differentiable functions by GBS operators defined by infinite sum. Zbl 1171.41302
Pop, Ovidiu T.
8
2009
About the bivariate operators of Kantorovich type. Zbl 1199.41037
Pop, O. T.; Fărcaş, M. D.
7
2009
GBS operators of Durrmeyer–Stancu type. Zbl 1164.41328
Pop, Ovidiu T.; Bărbosu, Dan
6
2008
Approximation of \(B\)-differentiable functions by GBS operators. Zbl 1164.41018
Pop, Ovidiu T.
5
2007
About some linear and positive operators defined by infinite sum. Zbl 1099.41009
Pop, Ovidiu T.
5
2006
About a King-type operator. Zbl 1321.41032
Braica, P. I.; Pop, O. T.; Indrea, A. D.
4
2012
The generalization of Voronovskaja’s theorem for a class of linear and positive operators. Zbl 1091.41005
Pop, Ovidiu T.
4
2005
A new generalization of Radon’s inequality and applications. Zbl 1274.26046
Bătineţu-Giurgiu, Dumitru M.; Mărghidanu, Dorin; Pop, Ovidiu T.
3
2011
About \(T_{m,s} (x)\) polynomials. Zbl 1212.41023
Pop, Ovidiu T.
3
2006
Bernstein-type operators which preserve exactly two test functions. Zbl 1313.41016
Pop, Ovidiu T.; Bǎrbosu, Dan; Braica, Petru I.
2
2013
Bivariate Schurer-Stancu operators revisited. Zbl 1212.41065
Bărbosu, Dan; Pop, Ovidiu T.
2
2010
Two dimensional divided differences with multiple knots. Zbl 1199.41012
Pop, Ovidiu T.; Bărbosu, Dan
2
2009
On the Bernstein bivariate approximation formula. Zbl 1249.41056
Bărbosu, Dan; Pop, Ovidiu T.
2
2008
Voronovskaja-type theorem for certain GBS operators. Zbl 1151.41302
Pop, Ovidiu T.
2
2008
About some linear operators defined by infinite sums. Zbl 1212.41022
Pop, Ovidiu T.
2
2007
The generalization of Voronovskaja’s theorem for exponential operators. Zbl 1199.41039
Pop, Ovidiu T.
2
2007
Approximation of \(B\)-Continuous and \(B\)-Differentiable functions by GBS operators of Bernstein bivariate polynomials. Zbl 1151.41005
Pop, Ovidiu T.; Farcas, Mircea
2
2006
The Kantorovich form of Stancu operators. Zbl 1120.41302
Pop, Ovidiu T.
2
2006
Some general Baskakov type operators. Zbl 1324.41031
Indrea, Adrian D.; Pop, Ovidiu T.
1
2014
Schurer operators of King type. Zbl 1313.41012
Braica, Petru I.; Pop, Ovidiu T.; Bărbosu, Dan
1
2013
Some general Kantorovich type operators. Zbl 1289.41032
Braica, Petru I.; Pop, Ovidiu T.
1
2012
The Voronovskaja theorem for some linear positive operators defined by infinite sum. Zbl 1274.41012
Miclăuş, Dan; Pop, Ovidiu T.
1
2011
Durrmeyer-Stancu type operators. Zbl 1249.41018
Pop, Ovidiu T.; Bărbosu, Dan
1
2010
Some inequalities in the convex quadrilateral. Zbl 1225.26051
Minculete, Nicuşor; Bencze, Mihály; Pop, Ovidiu T.
1
2010
A note on the Bernstein’s cubature formula. Zbl 1199.41167
Bărbosu, Dan; Pop, Ovidiu T.
1
2009
About a class of linear positive operators. Zbl 1240.41015
Pop, Ovidiu T.; Fărcaş, Mircea D.
1
2008
A note on the GBS Bernstein’s approximation formula. Zbl 1199.41126
Bărbosu, Dan; Pop, Ovidiu T.
1
2008
Approximation of B-continuous and B-differentiable functions by GBS operators defined by finite sum. Zbl 1224.41024
Pop, Ovidiu T.
1
2007
About Bernstein polynomial and the Stirling’s numbers of second type. Zbl 1212.41027
Pop, Ovidiu T.; Farcaş, Mircea
1
2005
Some general Baskakov type operators. Zbl 1324.41031
Indrea, Adrian D.; Pop, Ovidiu T.
1
2014
Bernstein-type operators which preserve exactly two test functions. Zbl 1313.41016
Pop, Ovidiu T.; Bǎrbosu, Dan; Braica, Petru I.
2
2013
Schurer operators of King type. Zbl 1313.41012
Braica, Petru I.; Pop, Ovidiu T.; Bărbosu, Dan
1
2013
About a King-type operator. Zbl 1321.41032
Braica, P. I.; Pop, O. T.; Indrea, A. D.
4
2012
Some general Kantorovich type operators. Zbl 1289.41032
Braica, Petru I.; Pop, Ovidiu T.
1
2012
A new generalization of Radon’s inequality and applications. Zbl 1274.26046
Bătineţu-Giurgiu, Dumitru M.; Mărghidanu, Dorin; Pop, Ovidiu T.
3
2011
The Voronovskaja theorem for some linear positive operators defined by infinite sum. Zbl 1274.41012
Miclăuş, Dan; Pop, Ovidiu T.
1
2011
Bivariate Schurer-Stancu operators revisited. Zbl 1212.41065
Bărbosu, Dan; Pop, Ovidiu T.
2
2010
Durrmeyer-Stancu type operators. Zbl 1249.41018
Pop, Ovidiu T.; Bărbosu, Dan
1
2010
Some inequalities in the convex quadrilateral. Zbl 1225.26051
Minculete, Nicuşor; Bencze, Mihály; Pop, Ovidiu T.
1
2010
Approximation of \(B\)-continuous and \(B\)-differentiable functions by GBS operators defined by infinite sum. Zbl 1171.41302
Pop, Ovidiu T.
8
2009
About the bivariate operators of Kantorovich type. Zbl 1199.41037
Pop, O. T.; Fărcaş, M. D.
7
2009
Two dimensional divided differences with multiple knots. Zbl 1199.41012
Pop, Ovidiu T.; Bărbosu, Dan
2
2009
A note on the Bernstein’s cubature formula. Zbl 1199.41167
Bărbosu, Dan; Pop, Ovidiu T.
1
2009
GBS operators of Durrmeyer–Stancu type. Zbl 1164.41328
Pop, Ovidiu T.; Bărbosu, Dan
6
2008
On the Bernstein bivariate approximation formula. Zbl 1249.41056
Bărbosu, Dan; Pop, Ovidiu T.
2
2008
Voronovskaja-type theorem for certain GBS operators. Zbl 1151.41302
Pop, Ovidiu T.
2
2008
About a class of linear positive operators. Zbl 1240.41015
Pop, Ovidiu T.; Fărcaş, Mircea D.
1
2008
A note on the GBS Bernstein’s approximation formula. Zbl 1199.41126
Bărbosu, Dan; Pop, Ovidiu T.
1
2008
Approximation of \(B\)-differentiable functions by GBS operators. Zbl 1164.41018
Pop, Ovidiu T.
5
2007
About some linear operators defined by infinite sums. Zbl 1212.41022
Pop, Ovidiu T.
2
2007
The generalization of Voronovskaja’s theorem for exponential operators. Zbl 1199.41039
Pop, Ovidiu T.
2
2007
Approximation of B-continuous and B-differentiable functions by GBS operators defined by finite sum. Zbl 1224.41024
Pop, Ovidiu T.
1
2007
About some linear and positive operators defined by infinite sum. Zbl 1099.41009
Pop, Ovidiu T.
5
2006
About \(T_{m,s} (x)\) polynomials. Zbl 1212.41023
Pop, Ovidiu T.
3
2006
Approximation of \(B\)-Continuous and \(B\)-Differentiable functions by GBS operators of Bernstein bivariate polynomials. Zbl 1151.41005
Pop, Ovidiu T.; Farcas, Mircea
2
2006
The Kantorovich form of Stancu operators. Zbl 1120.41302
Pop, Ovidiu T.
2
2006
The generalization of Voronovskaja’s theorem for a class of linear and positive operators. Zbl 1091.41005
Pop, Ovidiu T.
4
2005
About Bernstein polynomial and the Stirling’s numbers of second type. Zbl 1212.41027
Pop, Ovidiu T.; Farcaş, Mircea
1
2005

Citations by Year