ghiocel groza

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Nicolae PopInstitute of Solid Mechanics, Romanian Academy, Ctin Mille 15, BucharestVerified email at imsar.ro
Marilena JianuUniversitatea Tehnica de Constructii BucurestiVerified email at utcb.ro
Alexandru ZaharescuProfessor of Mathematics, University of Illinois at Urbana-ChampaignVerified email at illinois.edu
Mohsen RazzaghiMississippi State UniversityVerified email at math.msstate.edu
Ana-Maria MituInstitutul de Mecanica SolidelorVerified email at imsar.ro
Sireteanu TudorInstitute of Solid MechanicsVerified email at acad.ro
Azeem HaiderJazan UniversityVerified email at jazanu.edu.sa
Ioan BicaUniversitatea Tehnica de Constructii BucurestiVerified email at utcb.ro
BOUKHEMACHA M AEcole Nationale Polytechnique, LMGCEVerified email at g.enp.edu.dz
Leonard DausAssociate Professor, Technical University of Civil Engineering BucharestVerified email at utcb.ro
Alexandru DimacheUniversitatea Tehnica de Constructii BucurestiVerified email at utcb.ro
Alina Elisabeta SANDULector univ. dr. matem.of Mathematics and Computer Science, Tehnical Univercity Of CivilVerified email at utcb.ro
Perju SorinConferentiar, Universitatea Tehnica de Constructii BucurestiVerified email at utcb.ro
Rece LaurentiuUTCBVerified email at utcb.ro
Jan ValíčekSPU NitraVerified email at uniag.sk
Angel PopescuProfessor of Mathematics, Technical University of Civil Engineering Bucharest
Lucian NitaTechnical University of Civil Engineering, Bucharest
Viorel PetrehusAssociate Professor, UTCB BucharestVerified email at utcb.ro
Matei PavelUniversitatea Tehnică de Construcţii BucureştiVerified email at utcb.ro
Gavriil Paltineanuprofesor de matematica,universitatea de constructii bucurestiVerified email at utcb.ro

ghiocel groza

Professor of Mathematics

Verified email at utcb.ro

boundary problems for differential equations number theory applied mathematics


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Approximate solution of multipoint boundary value problems for linear differential equations by polynomial functions G Groza, N Pop Journal of Difference Equations and Applications 14 (12), 1289-1309, 2008	37	2008
A Taylor series method for the solution of the linear initial–boundary-value problems for partial differential equations G Groza, M Razzaghi Computers & Mathematics with Applications 66 (7), 1329-1343, 2013	24	2013
Infinitely differentiable functions represented into Newton interpolating series G Groza, M Jianu, N Pop Carpathian journal of Mathematics, 309-316, 2014	22	2014
Transverse vibrations analysis of a beam with degrading hysteretic behavior by using Euler-Bernoulli beam model G Groza, AM Mitu, N Pop, T Sireteanu Analele ştiinţifice ale Universităţii" Ovidius" Constanţa. Seria Matematică …, 2018	20	2018
Artinian rings having a nilpotent group of units G Groza Journal of Algebra 121 (2), 253-262, 1989	19	1989
A Numerical Method for Solving of the Boundary Value Problems for Ordinary Differential Equations. G Groza, N Pop Results in Mathematics 53, 2009	17	2009
Approximate solutions of boundary value problems for ODEs using Newton interpolating series G Groza, N Pop, SMA Khan Carpathian Journal of Mathematics 25 (1), 73-81, 2009	16	2009
Moderne Abwassertechnik: Erhebung, Modellabsicherung, Scale-Up, Planung A Braha, G Groza John Wiley & Sons, 2007	9	2007
Generalization of a theorem of Steinhaus C Cobeli, G Groza, M Vâjâitu, A Zaharescu Colloquium Mathematicae 92 (2), 257-266, 2002	9	2002
Numerical solutions of two-point boundary value problems for ordinary differential equations using particular Newton interpolating series G GROZA, N POP Applied Analysis and Differential Equations, 165-176, 2007	6	2007
Approximation of solutions of polynomial partial differential equations in two independent variables G Groza, M Razzaghi Journal of Computational and Applied Mathematics 346, 205-223, 2019	5	2019
Functions represented into fractional Taylor series G Groza, M Jianu ITM Web of Conferences 29, 01017, 2019	5	2019
Extensions of valued fields G Groza, A Popescu Editura Academiei Romane, Bucharest, 2011	5	2011
Polynomial approximations of solutions of boundary value problems for ODEs which arise from engineering G Groza, M Jianu Proceedings of RIGA, 2014	4	2014
Norms on R[X ₁, ... , X _r] Which Are Multiplicative on R G Groza, N Popescu, A Zaharescu Results in Mathematics 51, 229-247, 2008	4	2008
A semi-analytical solution for groundwater flow-field delineation near pumping/injection wells in confined aquifers I Bica, MA Boukhemacha, G Groza Hydrogeology journal 27 (1), 61-71, 2019	3	2019
Simultaneous interpolation and approximation for infinitely differentiable functions G Groza, M Jianu The 12th Workshop of Scientific Communications, Department of Mathematics …, 2013	3	2013
All non-archimedean norms on K [X1,..., Xr] G Groza, N Popescu, A Zaharescu Glasgow Mathematical Journal 52 (1), 1-18, 2010	3	2010
Primitive arcs on elliptic curves G Groza, M Vâjâitu, A Zaharescu Rev. Roumaine Math. Pures Appl. 50 (1), 31-38, 2005	3	2005
On affine subdomains G Groza, N Popescu Revue Roumaine de Mathematiques Pures et Appliquees 49 (3), 231-246, 2004	3	2004

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