OctavianCiraCurriculum Vitae

str. Sighis, oarei, nr. 7, bl. 515, sc. C, ap. 1310308 Arad, jud. Arad, România

H 40-726-210574T 40-357-409179

B octavian_cira@yahoo.comÍ http//:www.adi.ro

Social statusBorn 08 February, 1954 in commune Uivar, county Timis, , Romania;

Nationality & Citizenship Romanian;Religion Christian Ortodox;Married since 1978, two children Cristian-Mihai and Carmen-Diana.

WorkplaceUniversity "Aurel Vlaicu" Arad

university address 77 Revolut,iei Ave., 310130 Arad, county Arad, Romania,site http://www.uav.ro/ro ;

Faculty Exact Sciences,Department Mathematics and Computer Science,

faculty address Elena Dragoi Street, no. 2, 310330 Arad, county Arad, Romania,tel./fax. 40-257-219000,

e-mail octavian.cira@uav.ro ,site http://www.uav.ro/en/faculties/exact-sciences .

Education1961–1969 School of Uivar, county Timis, ;1969–1973 Lyceum No. 10 of Timis, oara;1974–1978 Faculty of Natural Sciences, Computer Science department, West University of Timis, oara;

Master’s Thesis Metode numerice pentru probleme la limita slab neliniare,Research supervisor S, t. Marus, ter, Faculty of Natural Sciences;

1992–1998 Ph.D. School of the Faculty of Mathematics and Computer Science, West University ofTimis, oara;

Ph. D. Thesis Rezolvarea numerica a ecuat,iilor algebrice,date support Ph. D. 20 March, 1998, West University of Timis, oara;

Committee Ph. D.Dean M. Megan, Faculty of Mathematics and Computer Science, West University of Timis, oara,

Research supervisor S, t. Marus, ter, Ph.D. School of the Faculty of Mathematics and Computer Science, WestUniversity of Timis, oara,

Examiner Gh. Coman, Faculty of Mathematics and Computer Science, "Babes, -Bolayi" University ofCluj-Napoca,

Examiner C. Ilioi, Faculty of Mathematics and Computer Science, "Alexandru Ioan Cuza" University ofIas, i,

Examiner Gh. Halic, Department of Mathematics and Computer Science, "Aurel Vlaicu" University ofArad.

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Position in Mathematics Genealogy Projecthttp://genealogy.math.ndsu.nodak.edu/index.php ,

Octavian Cira (1998) → S, t. Marus, ter (1974) → D. Stancu (1956) → T. Popoviciu (1933) → P. Montel (1907) → H. L.Lebesgue (1902) → E. Borel (1893) → G. Darboux (1866) → M. Chasles (1814) → S. D. Poisson(1800) → J. L. Lagrange → L. Euler (1726) → J. Bernoulli (1690/1694) → J. Bernoulli (1676) →G. W. Leibniz (1666).

LanguagesRomanian paternal language (natural language);

Hungarian maternal language, Listening1=C1, Reading1=B1, Spoken interaction1=B2, Spoken produc-tion1=B1, Writing1=A1;

English Listening1=B1, Reading1=B1, Spoken interaction1=A1, Spoken production1=A1, Writ-ing1=A1;

Professional activityProfessional career

1978–1986 Programmer analyst, S. C. ARIS Arad;1986–1990 Senior programmer analyst, S. C. ARIS Arad;1990–1998 Lecturer, "Aurel Vlaicu" University of Arad;1998–2001 Associate professor, "Aurel Vlaicu" University of Arad;

2001–till now Full professor, "Aurel Vlaicu" University of Arad;

Positions1997–1998 Vice dean Faculty of Engineering and Economics1998–2000 Vice rector "Aurel Vlaicu" University of Arad;2002–2003 Head Department of Computer Science, "Aurel Vlaicu" University of Arad;2003–2008 Dean Faculty of Exact Science, "Aurel Vlaicu" University of Arad;1990–2008 Senator in the Senate of the "Aurel Vlaicu" University of Arad;

1990–1996, 1998-2000 Senior senator in the Senate of the "Aurel Vlaicu" University of Arad;

Fields of scientific interest65-xx2 Numerical analysis;

65H042 Nonlinear algebraic or transcendental equations. Roots of polynomial equations;

65H052 Nonlinear algebraic or transcendental equations. Single equations;

65H102 Nonlinear algebraic or transcendental equations. Systems of equations;

28A802 Fractals;

Mathematical software Mathcad, Matlab;Scientific text editors LATEX + WinEdt;

PublicationsPublishers in other countries

PAMM Centre, Budapest 2004, Numerical Methods for Algebraic Equations, [1], 106 page, (90% Cira O., 10% Cira C.M.)

Publishing in Romania recognizable CNCSISEd. MatrixRom, Bucures, ti 2012, The Convergence Simultaneous Inclusion Methods, [2], 279 page;Ed. MatrixRom, Bucures, ti 2010, Applications, Problems and Exercises Solved with Mathcad (in Romanian), [3], 486 page;

Ed. MatrixRom, Bucures, ti 2008, Numerical Methods for Nonlinear Equations (in Romanian), [4], 322 page, (50% Cira, 50%Marus, ter);

Ed. Mirton, Timis, oara 2006, Programming in Mathcad (in Romanian), [5], 141 page, (50% Cira, 50% Kelly);

1Common European Framework of Reference (CEF) level22010 Mathematics Subject Classification

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Ed. Academiei Române 2005, Numerical Methods for Solving Algebraic Equations (in Romanian), [6], 492 page, (proposedin 2008 for an award Romanian Academy);

Ed. Politehnica, Timis, oara 2004, Asynchronous machine with auxiliary phase in the control systems (in Romanian), [7], 115page, (90% Muller, 10% Cira);

Ed. Albastra, Cluj-Napoca 2003–2006, Lessons Mathcad 2001 Professional (in Romanian), [8], 365 page, (3 editions);Ed. Albastra, Cluj-Napoca 2000–2002, Lessons Mathcad (in Romanian), [9], 134 page, (3 editions);

Courses universityMoodle platform UAV 2010, Numerical Calculation (in Romanian), electronic book, [10], 97 page (50% Petcu, 50%

Cira);

C.M. UAV Arad 1996, Qbasic. Programming elements and applications (in Romanian), [11], 72 page (73% Cira,27% Popescu);

C.M. UAV Arad 1994, Fundamentals of Computer Science and Computer Programming (in Romanian) Ed. UAV[12], 75 page;

C.M. UAV Arad 1993, Programming and use of computers (in Romanian) Ed. UAV [13], 66 page;

Ed. Signata, Timis, oara 1992, Numerical Solution of Nonlinear Equations (in Romanian), [14], 268 page, (37% Popovici,63% Cira);

Article in:Journals of the Academy [15, 16];

Journals [17]3;

An. UP Timis, oara [18, 19, 20];An. UW Timis, oara [21, 22, 23, 24];

An. UAV Arad [25, 26, 27];Procs. SYNACS/IEEE [28, 29, 30, 31, 32, 33, 34];

Procs. PAMM Hungary [35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48];Procs. Symp. UAV Arad [49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59];

Procs. Symp. UP Tim. [60, 61, 62, 63, 64, 65, 66];

Articles in other publicationsreport UW Timis, oara Seminar of Informatics and Computational Mathematics [67];

Procs. U Bucures, ti Sesiunea s, tiint,ifica a Centrului de Calcul al Universitat,ii din Bucures, ti [68];

Procs. UW Timis, oara Conferint,a de analiza s, i aplicat,ii – cu ocazia semicentenarului Universitat,ii de Vest dinTimis, oara [69];

Procs. UO Constant,a Conferint,a "Tehnologii informatice pentru anii 2000" organizat de Universitatea "Ovidius"din Constant,a s, i de Institutul Nat,ional de Cercetare-Dezvoltare în Informatica din Bucures, ti[70];

Books and articles from complementary domainsBooks and articles [7, 20, 55, 57, 56, 58, 38, 71].

Areas of investigation65H052 Numerical methods for algebraic equations, [72, 21, 35, 18, 19, 36, 67, 22, 25, 23, 60, 69, 41, 42,

43, 44, 28, 29, 30, 33, 31, 32, 68, 62, 63, 49, 50, 51, 64, 70, 66, 15];

65H102 Numerical methods for nonlinear equations, [73, 14, 33, 31, 16, 47, 24];

I.14 Attraction basins, [67, 65, 39, 40, 34, 26, 52, 17, 27];

33F102 Symbolic computation, [33, 31, 32];

11R062 Special number theory, [53];

28A802 Fractals, Fractals art, Digital art [art exhibitions].

3Indexed in Zentralblatt MATH s, i Mathematical Reviews41998 Association for Computing Machinery Subject Classification

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Researcher grantsGrant Medii inteligente pentru software s, tiint,ific, principal investigator S, t. Marus, ter, West University

of Timis, oara, 1996;

Grant Modele distribuite pentru rezolvarea problemelor complexe, grant INFOSOC 2001-2001, principalinvestigator V. Negru, West University of Timis, oara, 2001.

Grant Partnership grant, code PN-II-PT-PCCA-2011-3.2-1682 (contract 22/2012), Romanian Na-tional Authority for Scientific Research, CNDI-UEFISCDI: Optical Coherence Tomography (OCT)systems with handheld and endoscope probes for real-time investigations in material studies and forin vivo medical imaging, 2012-2015;. Site http://3omgroup-optomechatronics.site88.net .

Committees{ Symposiums organized by the "Aurel Vlaicu" University of Arad: 1994, 1996, 1998, 2000,

2002, 2004, 2006;{ PAMM 1996, 1998, 2000, 2001, 2005, 2008;{ SYNACS 2009, 2010;{ ICCCC 2010;

InnovationsInnovation patent Tehnologie de prelucrare a camelor de precizie pe centre de prelucrare, 1986.

TeachingCourses and laboratories{ Programming and use of computers, [13];{ Operating systems;{ Programming languages [11];{ Programming environments;{ Numerical methods [1, 6, 4];{ Mathematical software (Mathcad, Matlab) [8, 9, 5, 3];{ Symbolical calculation [8, 9, 3];{ Scientific text editor (LATEX + WinEdt), [74, 75];{ Basics in computer science [12];{ Numerical calculation [1, 6, 4, 10];{ Numerical analysis [1, 6, 4, 2];{ Optimization techniques [8, 9, 3];{ Programming in Mathcad and Matlab [8, 9, 5, 3].

Supervisor{ license’s thesis, 151 students,{ master’s thesis, 25 students.

Articles communicated and unpublished18 articles to 26 symposiums before 01 January 1990.

Other activitiesDigital art exhibitions

12–26 Martie, 2013 Conference on mathematical algorithms that generate fractal images, curves Gumowski & Mira, orbitsMartin and generative art exhibition, (in collaboration with Dan Toma), in the attic Faculty ofArts and Design, West University of Timis, oara.

26–29 September, 2009 3D Fractals at Symposium SYNACS 2009, West University of Timis, oara.

26–29 September, 2008 Attraction basins of the unit roots at Symposium SYNACS 2008, West University of Timis, oara(see figure (d)).

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13 Dec. 2007–15 Ian. 2008 The mystery the convergence domains (with B. Maris, ), Art Gallery Turnul de Apa of Arad (seefigure (c)),

26–29 September, 2007 Basins of attraction for nonlinear equations methods at Symposium SYNACS 2007, West Univer-sity of Timis, oara (see figure (b)),

4–17 February, 2000 Attraction basins. National Gallery "Delta" of Arad (see figure (a)),

Attraction basins for: (a) Newton method, (b) Broyden method, (c) gradient conjugate method , (d) Chebyshev method

References{ Prof. dr. S, tefan Marus, ter, West University of Timis, oara, România;{ Prof. dr. Miodrag Petkovic, University of Niš, Serbia;{ Prof. dr. Silviu Sburlan, "Ovidus" University of Constant,a, România;{ Prof. dr. Tudor Jebelean, "Johannes Kepler" University of Linz, Austria;{ Prof. dr. Vasile Berinde, North University of Baia Mare, România;{ Prof. dr. Petko Proinov, University of Plovdiv, Bulgaria;{ Prof. dr. Dana Petcu, West University of Timis, oara, România;{ Prof. dr. Viorel Negru, West University of Timis, oara, România;{ Prof. dr. Gheorghe Halic, "Aurel Vlaicu" University of Arad, România;{ Prof. dr. ing. Virgil Florin Duma, "Aurel Vlaicu" University of Arad, România;{ Prof. dr. ing. mat. Nicolae Ursu Fischer, Technical University of Cluj-Napoca, România;{ First Degree Senior Research Worker mat. dr. ing. Niculai Andrei, ICI Bucures, ti, România;{ Prof. dr. Eugen Rovent,a, York University of Toronto, Canada;{ Prof. dr. ing. Liviu Finichiu, Technical University of Budapest, Hungary;{ Prof. dr. Viorel Toma, (painter) West University of Timis, oara, România;{ Conf. dr. Onisim Colta, (painter) "Aurel Vlaicu" University of Arad, România;

Publications[1] O. Cira and C. M. Cira. Numerical Methods for Algebraic Equations, volume MB-30. PAMM

Centre, Technical University, Budapest, September 2004. http://www.oszk.hu.

[2] O. Cira. The Convergence Simultaneous Inclusion Methods. Ed. MatrixRom, Bucures, ti, 2012.http://www.matrixrom.ro.

[3] O. Cira. Applications, Problems and Exercises Solved with Mathcad (in Romanian). Ed. Ma-trixRom, Bucures, ti, 2010. http://www.matrixrom.ro.

[4] O. Cira and S, t. Marus, ter. Numerical Methods for Nonlinear Equations (in Romanian). Ed.Matrix Rom, Bucures, ti, 2008. http://www.matrixrom.ro.

[5] O. Cira and L. E. Kelly. Programming in Mathcad (in Romanian). Ed. Mirton, Timis, oara, 2006.http://www.mirton.ro.

[6] O. Cira. Numerical Methods for Solving Algebraic Equations (in Romanian). Ed. AcademieiRomâne, Bucures, ti, 2005. http://www.ear.ro.

[7] V. Muller and O. Cira. Asynchronous Machine with Auxiliary Phase in the Control Systems (inRomanian). Ed. Politehnica, Timis, oara, 2004. http://www.editurapolitehnica.upt.ro/.

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[8] O. Cira. Lessons Mathcad 2001 Professional (in Romanian). Editura Albastra, Cluj-Napoca,2003. http://www.gmi.ro.

[9] O. Cira. Lessons Mathcad (in Romanian). Ed. Albastra, Cluj-Napoca, 2000.http://www.gmi.ro.

[10] M. Petcu and O. Cira. Numerical calculation (in Romanian). Electronic book,http://online.uav.ro/, 2010.

[11] O. Cira and M. Popescu. Qbasic. Programming Elements and Applications (in Romanian).Centrul de Multiplicare al Universitat,ii „Aurel Vlaicu“, Arad, 1996.

[12] O. Cira. Fundamentals of Computer Science and Computer Programming. Centrul de Multiplicareal Universitat,ii „Aurel Vlaicu“ din Arad, 1994.

[13] O. Cira. Programming and Use of Computers (in Romanian). Centrul de Multiplicare alUniversitat,ii „Aurel Vlaicu“ din Arad, 1993.

[14] P. Popovici and O. Cira. Numerical solution of nonlinear equations (in Romanian). Ed. SigNata,Timis, oara, 1992.

[15] O. Cira and C. M. Cira. Optimal inequality factor for Durand-Kerner’s and Tanabe’smethods. Revue d´Analyse Numérique et de Théorie de l´Approximation, 40(2):128–148, 2011.http://www.ictp.acad.ro.

[16] C. M. Cira and O. Cira. Start iteration for Ezquerro–Hernández method. Revue d´AnalyseNumérique et de Théorie de l´Approximation, 37(2):133–142, 2008. http://www.ictp.acad.ro.

[17] O. Cira. Numerical Experiments on Attraction Basin. Advanced Modeling and Optimization(AMO), 2(3):122–134, 2001. http://camo.ici.ro/journal.

[18] O. Cira and A. Ivan. Algorithm for Approximating the Roots of Polynomial Equa-tion. Buletinul S, tiint,ific al Universitat,ii Politehnica din Timis,oara, 41(55):108–114, 1996.http://www.ac.upt.ro/journal.

[19] O. Cira and A. Ivan. Algorithm for the Simultaneous Determination of All Real Zeros of aPolynomial from R[x]. Buletinul S, tiint,ific al Universitat,ii Politehnica din Timis, oara, 42(56):24–31,1997. http://www.ac.upt.ro/journal.

[20] I. Dobre, M. Motis, an, Z. Lengyel, and O. Cira. Study of Strees and Strain State of Lathe BodyFinite Element. Buletinul S, tiint,ific al Universitat,ii Politehnica din Timis, oara, 35(49):7–13, 1990.http://www.ac.upt.ro/journal.

[21] O. Cira. Algorithm for Determination of Initial Iteration of Numerical Methods for theSolution of Nonlinear Equation. An. Universitat,ii de Vest din Timis,oara, Ser. Matematica-Informatica, XXVI, fasc. 3:17–23, 1988.

[22] O. Cira. Parabola Method-Polynomial Rootfinder. An. Universitat,ii de Vest din Timis, oara, Ser.Matematica-Informatica, XL, fasc. special:65–79, 2002. http://www.math.uvt.ro/anmath.

[23] C. M. Cira and O. Cira. Simultaneous inclusion methods with rate of convergence greaterthan four. An. Universitat,ii de Vest din Timis,oara, Ser. Matematica-Informatica, XLVI(2):37–56,2008. http://www.math.uvt.ro/anmath.

[24] C. M. Cira and O. Cira. Start iteration for family of Chebyshev-Halley-type methods.An. Universitat,ii de Vest din Timis,oara, Ser. Matematica-Informatica, XLVII(2):13–31, 2009.http://www.math.uvt.ro/anmath.

[25] O. Cira and C. M. Cira. Metode simultane de incluziune Wang-Zheng cu corect,ii. Annals ofUniversity "Aurel Vlaicu" Arad, 20(8):99–122, 2004.

[26] O. Cira and D. Bucerzan. Graphics Reprezentation of Attraction Basins for Iterative Methodof Approximating the Roots to Nonlinear Equations. Annals of University "Aurel Vlaicu" Arad,seria Matematica, fascicola: Matematica-Informatica, 10(4):13–20, 2000.

[27] O. Cira and A. S, andru. Numerical Experiments for Attraction Basins of Broyden’s Method.Annals of University "Aurel Vlaicu" Arad, seria Matematica, fascicola: Matematica-Informatica,pages 181–186, 2002.

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[28] O. Cira. Polyzeros-Hybdrid Method for Algebraic Equations Solving. In Symbolic andNumerical Algorithms for Scientific Computing SYNACS 01, number 01-20 in RISC-Linz Re-port Series, pages 182–196. Research Institute for Symbolic Computation, "Johannes Ke-pler" University of Linz, Austria and West University of Timis, oara, 2-5 Octomber 2001.http://synasc01.info.uvt.ro/program.

[29] O. Cira. Parabola Method-Polynomial Rootfinder. In Symbolic and Numerical Algo-rithms for Scientific Computing SYNASC 02, 4th International Workshop, pages 76–88. Re-search Institute for Symbolic Computation, "Johannes Kepler" University of Linz, Aus-tria and West University of Timis, oara, Ed. Mirton, Timis, oara, 9-12 Octomber 2002.http://synasc02.info.uvt.ro/program.html.

[30] O. Cira and C. M. Cira. Halley type simultaneous inclusion methods. In The 6th Interna-tional Symposium on Symbolic and Numeric Algorithms for Scientific Computation, pages 62–70.Research Institute for Symbolic Computation, "Johannes Kepler" University of Linz, Austriaand Department of Computer Science, West University of Timis, oara, Ed. Mirton, Timis, oara,26-30 September 2004. http://synasc04.info.uvt.ro.

[31] C. M. Cira and O. Cira. The algorithm that determines the start iteration of the Halley-Altman method. In V. Negru, Tudor Jebeleanu, D. Petcu, and D. Zaharie, editors, SYNASC2007 9th International Symposium on Symbolic and Numeric Algorithms for Scientific Computing,pages 381–386, Timis, oara, România, 26-29 Sept. 2007. IEEE Computer Society, Los AlamitosCalifornia, Washington, Tokyo. http://ieeexplore.ieee.org.

[32] O. Cira and S, t. Marus, ter. Optimal inequality factor for Ehrlich-Aberth’s method. InSYNASC 2011 13th International Symposium on Symbolic and Numeric Algorithms for ScientificComputing, pages 63–70, Timis, oara, România, 26-29 September 2011. IEEE Computer Society,Los Alamitos California, Washington, Tokyo. http://ieeexplore.ieee.org.

[33] O. Cira and C. M. Cira. The optimum convergence condition for the Durand-Kerner type si-multaneous inclusion method. In V. Negru, D. Petcu, D. Zaharie, A. Abraham, B. Buchberger,A. Cicortas, , D. Gorgan, and J. Quinqueton, editors, SYNASC 2006 8th International Symposiumon Symbolic and Numeric Algorithms for Scientific Computing, pages 171–174, Timis, oara, Româ-nia, 26-29 September 2006. IEEE Computer Society, Los Alamitos California, Washington,Tokyo. http://ieeexplore.ieee.org.

[34] O. Cira and D. Bucerzan. Graphics Reprezentation of Attraction Basins for Iterative Methodof Approximating the Roots to Nonlinear Equations. In Symbolic and Numerical Algorithmsfor Scientific Computing SYNACS 2000, number 01-20 in RISC-Linz Report Series, pages 69–72.Research Institute for Symbolic Computation, "Johannes Kepler" University of Linz, Austriaand West University of Timis, oara, 4-6 Octomber 2000.

[35] O. Cira. Algorithm for Approximating the Roots of Polynomial Equations. In Bulletins forApplied and Computing Mathematics, Pannonian Applied Mathematical Meetings, InteruniversityNetwork in Central Europe, number 1286 in BAM, pages 469–478. Caretaken by the PAMM-Centre at the Technical University of Budapest, May 1996. http://www.pamm.bme.hu.

[36] O. Cira. Iterative Methods for the Determination of Polynomial Factors. In Bulletins forApplied and Computing Mathematics, Pannonian Applied Mathematical Meetings, InteruniversityNetwork in Central Europe, number 1494 in BAM, pages 183–190. Caretaken by the PAMM-Centre at the Technical University of Budapest, September 1998. http://www.pamm.bme.hu.

[37] O. Cira. The Convergence Conditions of the Method of Simple Iterations for Equationswith Standard Finite Differences and with Corrections Associated to a Quasi-linear Problemat Limit. In Bulletins for Applied and Computing Mathematics, Pannonian Applied Mathe-matical Meetings, Interuniversity Network in Central Europe, number 1523 in BAM, pages124–132. Caretaken by the PAMM-Centre at the Technical University of Budapest, July 1998.http://www.pamm.bme.hu.

[38] O. Cira, I. Barbu, and A. Clepcea. The Mathematical Modeling of the Draft TehnologicalProcess when Realizing Cotton and Polyester Yarns. In Bulletins for Applied and ComputingMathematics, Pannonian Applied Mathematical Meetings, Interuniversity Network in CentralEurope, number 1647 in BAM, pages 147–154. Caretaken by the PAMM-Centre at the TechnicalUniversity of Budapest, August 1999. http://www.pamm.bme.hu.

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[39] O. Cira. Convergence Domain of the Iterative Methods. In Bulletins for Applied andComputing Mathematics, Pannonian Applied Mathematical Meetings, Interuniversity Network inCentral Europe, number 1630 in BAM, pages 124–132. Caretaken by the PAMM-Centre at theTechnical University of Budapest, January 1999. http://www.pamm.bme.hu.

[40] O. Cira. Numerical Experiments for Convergence Domain. In Bulletins for Applied andComputing Mathematics, Pannonian Applied Mathematical Meetings, Interuniversity Network inCentral Europe, number 1646 in BAM, pages 129–146. Caretaken by the PAMM-Centre at theTechnical University of Budapest, August 1999. http://www.pamm.bme.hu.

[41] O. Cira. Lehmer-Schur-Newton Algorithm for Solving the Algebraic Equation. In Bulletins forApplied and Computing Mathematics, Pannonian Applied Mathematical Meetings, InteruniversityNetwork in Central Europe, number 1723 in BAM, pages 69–78. Caretaken by the PAMM-Centre at the Technical University of Budapest, April 2000. http://www.pamm.bme.hu.

[42] O. Cira. Approximate Zeros of Algebraic Polynomials with Higer Convergence OrderMixture Methods. In Bulletins for Applied and Computing Mathematics, Pannonian AppliedMathematical Meetings, Interuniversity Network in Central Europe, number 1732 in BAM, pages27–36. Caretaken by the PAMM-Centre at the Technical University of Budapest, June 2000.http://www.pamm.bme.hu.

[43] O. Cira. Lehmer-Schur-Euler-Chebyshev Method for Approximation the All Zeros ofAlgebraic Polynomials. In Bulletins for Applied and Computing Mathematics, Pannonian AppliedMathematical Meetings, Interuniversity Network in Central Europe, number 1773 in BAM, pages47–56. Caretaken by the PAMM-Centre at the Technical University of Budapest, August 2000.http://www.pamm.bme.hu.

[44] O. Cira. Some New Aspects Regarding the Parabola Method. In Bulletins for Applied andComputing Mathematics, Pannonian Applied Mathematical Meetings, Interuniversity Network inCentral Europe, number 1854 in BAM, pages 153–164. Caretaken by the PAMM-Centre at theTechnical University of Budapest, May-June 2001. http://www.pamm.bme.hu.

[45] O. Cira and C. M. Cira. Attraction basin Broyden’s method (numerical experiments). InBulletins for Applied and Computing Mathematics, Pannonian Applied Mathematical Meetings,Interuniversity Network in Central Europe, number 2240 in BAM-CVII, pages 41–48, May 2005.http://www.pamm.bme.hu.

[46] O. Cira and C. M. Cira. Start iteration of the Halley-Altman method. In Bul-letins for Applied and Computing Mathematics, Pannonian Applied Mathematical Meetings, In-teruniversity Network in Central Europe, number 2361 in BAM-CXII, pages 95–106, 2008.http://www.pamm.bme.hu.

[47] C. M. Cira and O. Cira. The algorithm that determines the start iteration of the Halley-Altmanmethod. In Bulletins for Applied and Computing Mathematics, Pannonian Applied MathematicalMeetings, Interuniversity Network in Central Europe, 2008. http://www.pamm.bme.hu.

[48] O. Cira and C. M. Cira. Computation algorithm for the tological degree with applicationsin solutions separation for nonliniar equations. In Bulletins for Applied and ComputingMathematics, Pannonian Applied Mathematical Meetings, Interuniversity Network in CentralEurope. Caretaken by the PAMM-Centre at the Technical University of Budapest, 2008.http://www.pamm.bme.hu.

[49] O. Cira. Algorithm for the Simultaneous Determination of All Real Zeros of the Polynomialfrom R[x]. In Lucrarile sesiunii de comunicari s, tiint,ifice al Universitat,ii „Aurel Vlaicu“ din Arad,edit,ia a II-a, pages 85–93, May 1994.

[50] O. Cira. The Solving of the Algebraic Equation with Parallel Algorithms. In Proceedings of theScientific Communications Meeting of "Aurel Vlaicu" University of Arad, third edition, volume 15,pages 153–166, 16-17 May 1996.

[51] O. Cira. Metoda Bairstow de ordinul 3. In Lucrarile sesiunii de comunicari s, tiint,ifice alUniversitat,ii „Aurel Vlaicu“ din Arad, edit,ia a IV-a, volume 2, pages 5–12, 30-31 Octomber 1997.

[52] O. Cira and C. M. Cira. The optimum convergence condition for the Durand-Kerner typesimultaneous inclusion method. In S. Nadaban and C. Stoica, editors, Proceedings of the

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International Symposium Research and Education in Innovation Era, Mathematics and ComputerScience, pages 172–196, Arad, 16-18 November 2006. "Aurel Vlaicu" University, Ed. Mirton.

[53] O. Cira and C. M. Cira. Narcissistic numbers. In International Symposium Research andEducation in Innovation Era 3rd Edition, pages 197–207, Arad, Octomber 2010. "Aurel Vlaicu"University of Arad.

[54] O. Cira. Ecuat,ii cu diferent,e finite corespunzatoare problemelor la limita bilocale cvasiliniare.In Lucrarile sesiunii de comunicari s, tiint,ifice a Universitat,ii „Aurel Vlaicu“ din Arad, edit,ia I, pages82–95, 7-8 May 1992.

[55] I. Barbu, O. Cira, A. Wille, R. Dabîca, Cocârca N., and Cat,avei M. Contribut,ii privindproiectarea amestecurilor fibroase tip bumbac. In Proceedings of the Scientific CommunicationsMeeting of "Aurel Vlaicu" University of Arad, third edition, volume 12, pages 202–207, 16-17May 1996.

[56] I. Barbu, O. Cira, A. Wille, R. Dabîca, Cocârca N., and Spataru O. Influent,a caracteristicilorfibrelor asupra caracteristicilor fibrelor. In Proceedings of the Scientific Communications Meetingof "Aurel Vlaicu" University of Arad, third edition, volume 12, pages 208–213, 16-17 May 1996.

[57] I. Barbu, O. Cira, C. Barbu, and E. Popa. Studiu privind influnt,a cotei de participarea PES asupra LR a firului realizat dintr-un amestec binar. In Proceedings of the ScientificCommunications Meeting of "Aurel Vlaicu" University of Arad, third edition, volume 12, pages214–218, 16-17 May 1996.

[58] I. Radu, N. Ursu Fischer, and O. Cira. Considerat,ii privind un model matematic pentrustudiul dinamic al unui sistem oscilant pneumatic la mersul în gol. In Proceedings of theScientific Communications Meeting of "Aurel Vlaicu" University of Arad, third edition, volume 5,pages 149–155, 16-17 May 1996.

[59] O. Cira and Duma V. F. Modeling the modulation functions of optical choppers. In Proc. 4thISREIE, Engineering, pages 0–0. "Aurel Vlaicu" University of Arad, 8–9 Nov. 2012. (în cursde aparit,ie).

[60] O. Cira. Algorithm for Approximate the Roots of Algebraic Equations. In Proceedings ofthe second Symposium of Mathematics and its Applications, pages 175–179. Timis, oara Researchof the România Academy and „Politehnica“ University of Timis, oara, 30-31 Octomber 1987.http://www.editurapolitehnica.upt.ro.

[61] O. Cira. Equations with Finite Differences Corresponding to the Bilocal Quasi-LinearProblems at Limit. In Proceedings of the third Symposium of Mathematics and its Applications,pages 23–32. Timis, oara Research of the România Academy and „Politehnica“ University ofTimis, oara, 3-4 November 1989. http://www.editurapolitehnica.upt.ro.

[62] O. Cira. Algorithm for the Simultaneous Determination of All Real Zeros of the Polynomialfrom R[x]. In Proceedings of the third Symposium of Mathematics and its Applications, pages233–242. Timis, oara Research of the România Academy and „Politehnica“ University ofTimis, oara, 3-4 November 1989. http://www.editurapolitehnica.upt.ro.

[63] O. Cira. Metoda Bairstow. In Proceedings of the fifth Symposium of Mathematics and itsApplications, pages 57–64. Timis, oara Research of the România Academy and „Politehnica“University of Timis, oara, 29-30 Octomber 1993. http://www.editurapolitehnica.upt.ro.

[64] O. Cira. Bairstow Methods of Order 3. In Proceedings of the seventh Sympo-sium of Mathematics and its Applications, pages 79–84. Timis, oara Research of theRomânia Academy and „Politehnica“ University of Timis, oara, 6-9 November 1997.http://www.editurapolitehnica.upt.ro.

[65] O. Cira. The Attraction Basins for Iterative Method. In Proceedings of the EighthSymposium of Mathematics and its Applications, pages 39–46. Timis, oara Research ofthe România Academy and „Politehnica“ University of Timis, oara, 4-7 November 1999.http://www.editurapolitehnica.upt.ro.

[66] O. Cira. The Damped Newton’s Type of Methods. In Proceedings of the 9th Sym-posium of Mathematics and its Applications, pages 81–90. Timis, oara Research of the

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România Academy and „Politehnica“ University of Timis, oara, 2-3 November 2001.http://www.editurapolitehnica.upt.ro.

[67] O. Cira. Osculating Parabola Method and Numerical Experiments on Attraction Basins.Technical report, West University of Timis, oara, February 2001. Special Issuse on "Basins ofattraction and Higer Order Methods".

[68] O. Cira. Algoritm pentru determinarea zerourilor polinoamelor cu coeficient,i complecs, i degrad superior. In Lucrarile Sesiunii S, tiint,ifice a Centrului de Calcul al Universitat,ii din Bucures, ti,pages 317–324, 20-21 Februarie 1987.

[69] O. Cira. Iterative Methods for the Determination of Polynomial Factors. In Conferint,a deanaliza s, i aplicat,ii - cu ocazia semicentenarului Universitat,ii de Vest din Timis, oara, pages 101–110,14-15 November 1998.

[70] O. Cira. Algoritmul Lehmer-Schur-Newton de rezolvarea ecuat,iilor algebrice. In Conferint,ade Informatica Teoretica s, i Tehnologii Informatice, Tehnologii informatice pentru anii 2000, pages21–28. Facultatea de Matematica s, i Informatica a Universitat,ii „Ovidius“ din Constant,a s, iInstitutul Nat,ional de Cercetare-Dezvoltare în Informatica din Bucures, ti, 25-27 May 2000.

[71] D. Silaghi, I. Ionel, and O. Cira. The experimental data processing in a solar heating system.Journal of Environmental Protection and Ecology, 12(4A):2287–2293, 2011. http://www.jepe-journal.info.

[72] O. Cira. Numerical methods for algebraic equations (in Romanian). PhD thesis, West Universityof Timis, oara, 1998.

[73] O. Cira. Metode numerice pentru probleme la limita slab neliniare. Master’s thesis, WestUniversity of Timis, oara, June 1978.

[74] O. Cira. Model de lucrare de licent,a 2012 editata în LaTeX (pentru uzul student,ilor).http://www.uav.ro/ro/facultati/stiinte-exacte/examen-de-licenta.

[75] O. Cira. Model de lucrare de disertat,ie 2012 editata în LaTeX (pentru uzul student,ilor).http://www.uav.ro/ro/facultati/stiinte-exacte/examen-de-disertatie.

Arad, 15 January 2013 dr. Octavian Cira

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