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Emil Cătinaş
Other Meetings and Symposia Attended

Papers and communications presented at national manifestations/with international participation.

  • GAMM Workshop on Applied and Numerical Linear Algebra, July 2-3, 2004, Hagen, Germany.
  • O tratare unificată a metodelor de tip Newton, Zilele Academice Clujene, Cluj-Napoca, 3-4 iunie, 2004.
  • (with I. Păvăloiu), On the Chebyshev method with numerical applications to the eigenpair problem, Symbolic and Numeric Algorithms for Scientific Computations (SYNASC03), The 5th International Workshop, Timisoara, Romania, October 1-4, 2003.
  • The successive approximations and the Newton type iterations. Connections, characterizing the convergence orders in presence of perturbations, applications. The 5th Congress of Romanian Mathematicians, 21-27 Iunie, Pitesti, 2003.
  • Caracterizarea ordinelor înalte de convergenţă pentru aproximaţiile succesive, Conferinţa Naţională de Analiză Matematică, Cluj-Napoca, noiembrie, 2002.
  • Perturbations and high convergence orders for the Newton method, The 4th International Workshop on Symbolic and Numeric Algorithms for Scientific Computation, October 9-12, 2002, Timisoara.
  • (with I. Păvăloiu), Approximating the eigenpairs by Newton type methods, The 4th International Workshop on Symbolic and Numeric Algorithms for Scientific Computation, October 9-12, 2002, Timisoara.
  • (with I. Păvăloiu), Solving polynomial operator equations of degree 2 by Steffensen-type iterations with approximate inverses, Proceedings of the International Symposium on Numerical Analysis and Approximation Theory, May 9-11, Cluj-Napoca, 2002.
  • The Superlinear Convergence of the Successive Approximations, International Conference on Nonlinear Operators, Differential Equations and Applications (ICNODEA), September 12-15, 2001, Cluj-Napoca.
  • The High Convergence Orders of the Newton-GMBACK Method, The 7-th Conference on Applied Mathematics and Mechanics, September 7-10, 2000, Technical University of Cluj-Napoca.
  • Convergenţa unei metode de tip Newton-Krîlov, Zilele Academice Clujene, 14-16 iunie 2000, Institutul de Calcul ''T. Popoviciu'' (ICTP).
  • Some Numerical Aspects in Approximating the Eigenpairs by Newton Methods, The 6-th Conference on Applied Mathematics, 24-27 September, 1998, Cluj-Napoca.
  • Metode iterative de tip interpolator pentru ecuaţii polinomiale de gradul 2, Zilele Academice Clujene, 27-29 mai 1998, (ICTP).
  • On a Chebyshev-type Method for Approximating the Solution of Polynomial Operator Equations of Degree 2, International Conference on Approximation and Optimization, ICAOR96, July 27-August 3, 1996, Cluj-Napoca.
  • On Approximating the Eigenvalues and Eigenvectors of Linear Operators, Troisieme Colloque Franco-Roumain, Analyse et Modelisation, 23-27 septembre, 1996, Cluj-Napoca.
  • Asupra metodei lui Cebîşev pentru aproximarea soluţiilor ecuaţiilor operatoriale polinomiale de gradul 2, Zilele Academice Clujene, 18-23 noiembrie 1996, (ICTP).
  • Asupra metodelor Newton inexacte, Zilele Academice Clujene, 23-27 octombrie 1995, (ICTP).
  • Asupra unei metode iterative de tip Steffensen pentru o clasă de ecuaţii neliniare, Zilele Academice Clujene, 17-29 octombrie 1994, (ICTP).
  • Asupra unei metode iterative de rezolvare a ecuaţiilor neliniare, Zilele Academice Clujene, 25-30 octombrie 1993, (ICTP).
  • Reprezentarea suprafeţelor parametrice folosind algoritmul sortării în adâncime, Colocviul Naţional Studenţesc ''Grigore Moisil'', Iaşi, 1990, (premiat cu premiul ''Al. Myller'')
  • Reprezentarea suprafeţelor parametrice folosind algoritmul sortării în adâncime, Colocviul Studenţesc al Facultăţii de Matematică, Cluj-Napoca, 1990, (premiat cu premiul III)
  • Reprezentări 3D folosind calculatorul, Colocviul Studenţesc al Facultăţii de Matematică, Cluj-Napoca, 1988.
  • Reprezentări 3D folosind calculatorul, Colocviul Naţional Studenţesc ''Grigore Moisil'', Iaşi, 1988.

Attending of summer schools

  • ''Applications of Mathematics in Industry'', Martina Franca, Italy, 1999;
  • ''Nonlinear Analysis and Boundary Value Problems for Ordinary Differential Equations'', Udine, Italy, 1995;
  • "Numerical Analysis" (Tempus-Matarom), Iaşi, Romania, 1992;
  • ''Variational Methods in Mechanics'', Szombathely, Hungary, 1990.

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Page created in June 2004
Last update December 2004