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2. Ratiu, M., G. Grebenisan, M.A. Prichici and S. Bogdan, 2019. Optimization methods of the industrial robots' trajectory. IOP Confer. Ser.: Mater. Sci. Eng., Vol. 568. 10.1088/1757-899X/568/1/012009.
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3. Negrău, D.C., G. Grebenişan and T. Vesseleny, 2019. The theoretical bases and study parameters with FEA application approach on a bending tool design. IOP Confer. Ser.: Mater. Sci. Eng., Vol. 568. 10.1088/1757-899X/568/1/012064.
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4. Negrău, D.C., G. Grebenişan and C. Gherghea, 2019. An optimization approach by finite element analysis, using design of experiments and response surfaces-A survey. IOP Confer. Ser.: Mater. Sci. Eng., Vol. 568. 10.1088/1757-899X/568/1/012065.
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5. Marian, F.G. and G. Grebenișan, 2019. Parameterized optimization analysis with finite elements, using ANSYS®, of a reference point under a torque action. IOP Confer. Ser.: Mater. Sci. Eng., Vol. 568. 10.1088/1757-899X/568/1/012080.
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6. Grebenişan, G., S. Bogdan, N. Salem and D.C. Negrău, 2019. A brief assessment of outliers and malfunctions detecting techniques with an application on lubricant condition monitoring. IOP Confer. Ser.: Mater. Sci. Eng., Vol. 568. 10.1088/1757-899X/568/1/012039.
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7. Grebenişan, G., N. Salem, S. Bogdan and D.C. Negrău, 2019. A neural networks approach of process fault diagnosis using time series collected data through oil condition monitoring. IOP Confer. Ser.: Mater. Sci. Eng., Vol. 568. 10.1088/1757-899X/568/1/012079.
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8. Bogdan, S., G. Grebenișan, D.A. Ulica and M. Ratiu, 2019. The implementation of an adaptive traffic light concept in regards to tram access in a complex intersection. IOP Confer. Ser.: Mater. Sci. Eng., Vol. 568. 10.1088/1757-899X/568/1/012097.
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9. Grebenisan, G., N. Salem and S. Bogdan, 2018. The lubricants' parameters monitoring and data collecting. MATEC Web Confer., Vol. 184. 10.1051/matecconf/201818403008.
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10. Grebenisan, G., N. Salem and S. Bogdan, 2018. An approach of classification and parameters estimation, using neural network, for lubricant degradation diagnosis. MATEC Web Confer., Vol. 184. 10.1051/matecconf/201818403009.
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11. Gavril, G. and S. Bogdan, 2017. Parameterized finite element analysis of a superplastic forming process, using ANSYS. MATEC Web Confer., Vol. 126. 10.1051/matecconf/201712603003.
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12. Gavril, G. and N. Salem, 2017. The multi-objective genetic algorithm optimization, of a superplastic forming process, using ANSYS. MATEC Web Confer., Vol. 126. 10.1051/matecconf/201712603003.
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13. Gavril, G. and R. Alexandru, 2015. Machanical Engineering:Applications of Numerical Analysis in Matlab. The University of Oradea Publishing House, Paris, France, Pages: 422.
14. Gavril, G. and I. Eugen, 2015. RADU-Mechanical report of plastic deformation analysis, using explicit dynamics module (ANSYS®). Ann. Univ. Oradea, Fascicle Manage. Technol. Eng., 24: 135-142.
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15. Grebenisan, G., 2014. Numerical Methods in Script Files, Course Support. The University of Oradea Publishing House, Oradea, Pages: 278.
16. Grebenisan, G., 2014. Numerical Methods in Examples: Support Lectures for Laboratory Works. The University of Oradea Publishing House, Oradea, Pages: 235.
17. Grebenisan, G., 2014. Numerical Methods in Examples: Support Lectures for Laboratory Seminary Works. The University of Oradea Publishing House, Oradea, Pages: 95.
18. Grebenisan, G. and I.E.R.I. Anton, 2014. Finite elements analysis of thermal steady state, using ansys. Ann. Univ. Oradea, 2: 108-112.
19. Gavril, G., 2013. Numerical Methods with Applications in Matlab-Laboratory Works. The University of Oradea Publishing House, Oradea, Pages: 295.
20. Gavril, G., 2011. Numerical Methods: University Courses. University in Oradea, Romania, ISBN: 978-606-10-0374-7, Pages: 247.
21. Sanda, R., G. Gavril and A.A. Victoria, 2010. Generating green light simulation in vehicles traffic, using the GW tool software. Ann. Univ. Oradea, Vol. 19. 10.15660/AUOFMTE.2010-2.1877.
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22. Gavril, G. and R.I. Eugen, 2010. Finite element analysis of a forming process, USING static structural (ANSYS) and ANSYS LS-DYNA. Ann. Univ. Oradea., Vol. 19. 10.15660/AUOFMTE.2010-2.1876.
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23. Gavril, G. and R. Sanda, 2010. Finite element analysis of superplastic forming process, using fluent (ANSYS). Ann. Univ. Oradea, 19: 284-289.
24. Gavril, G. and R. Sanda, 2009. Experimental data processing, by graphical user interface curve fitting tool. Ann. Univ. Oradea, Vol. 18. 10.15660/AUOFMTE.2009.1572.
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25. Tarca, I., I. Moga, G. Gavril and M. Baban, 2008. Identification of measuring points locations of the noise made by surface urban traffic. Ann. Univ. Oradea, 7: 609-614.
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26. Gavril, G., 2008. Theory and practice on numerical aproach of gasostatic forming. Ann. Univ. Oradea, 7: 1451-1456.
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27. Gavril, G., 2008. Numerical Methods: Seminars with Applications on MATLAB. University in Oradea, Romania, ISBN: 978-973-759-676-5, Pages: 103.
28. Gavril, G., 2008. Numerical Methods: Applications on MATLAB- Laboratory Guide Works. University in Oradea, Romania, ISBN: 978-973-759-677-2, Pages: 218.
29. Gavril, G., 2008. Numerical Methods in Engineering Using MATLAB. University in Oradea, Romania, ISBN: 978-973-759-650-5, Pages: 313.
30. Gavril, G., 2008. Experiments based on numerical analisys of superplastic forming. Fascicle Manage. Technol. Eng., 17: 1457-1461.
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31. Grebenisan, G. and S. Muresan, 2007. Numerical study of volumic forming on superplastic behaviour. Ann. Univ. Oradea, 16: 1441-1448.
32. Gavril, G., B. Alexandru and M. Sorin, 2006. Parameter dependence of the solution of second order nonlinear ODE's via perov's fixed point theorem. Aust. J. Math. Anal. Applic., 3: 1-8.
33. Gavril, G., 2004. Numerical Methods. Laboratory Works. The University of Oradea Publishing House, Oradea, Pages: 128.
34. Gavril, G., 2004. Numerical Methods. Applications in MATLAB. The University of Oradea Publishing House, Oradea, Pages: 318.
35. Gavril, G., 2003. MATLAB in Mechanical Engineering. The University of Oradea Publishing House, Oradea, Pages: 294.