Annelies Vroman


Annelies Vroman
Department of Applied Mathematics & Computer Science
Fuzziness and Uncertainty Modelling Research Unit
B-9000 Gent
Belgium

Phone: +32 9 264.48.82
Fax: +32 9 264.49.95
E-mail: Annelies.Vroman@UGent.be
Annelies Vroman

Short biography

Annelies was born on April 14, 1981.
After secondary school she studied Applied Mathematics at the University of Gent. In 2003 she obtained a M.Sc. degree. Since September 1, 2003, she joined the Fuzziness & Uncertainty Modelling Research Unit.

Research topics


Publications

  1. Solving systems of linear fuzzy equations by parametric functions - An improved algorithm
    A. VROMAN, G. DESCHRIJVER, E. E. KERRE
    In: Fuzzy Sets and Systems 158 (2007) 1515– 1534

  2. Solving systems of linear fuzzy equations by parametric functions
    A. VROMAN, G. DESCHRIJVER, E. E. KERRE
    In: IEEE Transactions on Fuzzy Systems 15(3), (june 2007), 370-384

  3. Fuzzy finite elements: combination of Guyan reduction and a new method to solve linear fuzzy system.
    A. VROMAN, G. DESCHRIJVER, M. DE MUNCK, D. MOENS, E. KERRE, D. VANDEPITTE
    In: Proceedings of ISMA 2006 International Conference on Noise and Vibration Engineering - ISBN 90-73802-83-0 2006
    18/9/2006-1/9/2006, Leuven, Katholieke Universiteit Leuven, Departement Werktuigkunde

  4. Using parametric functions to solve systems of linear fuzzy equations - An improved algorithm.
    A. VROMAN, G. DESCHRIJVER, E. KERRE
    Proceedings of the 7th International FLINS Conference / Ed. Ruan, D ; D’hondt, P ; Fantoni, P ; De Cock, M ; Nachtegael, M ; Kerre, E.
    Singapore : World Scientific, 2006 - (Applied Artificial Intelligence ; 7) - 997 p. - ISBN 981-256-690-2 p. 43-50 981-256-690-2
    29/8/2006-31/8/2006, Genova, Italy, The Belgian Nuclear Research Centre (SCK•CEN) and Ghent University (UGent)

  5. Using Parametric Functions to Solve Systems of Linear Fuzzy Equations
    A. VROMAN, G. DESCHRIJVER, E. E. KERRE
    in: Proceedings of of the 8th Joint Conference on Information Sciences (JCIS), July 21-26 (2005)
    SALT LAKE CITY, UTAH (USA) - ISBN 0-9707890-3-3 2005

  6. A solution for systems of linear fuzzy equations in spite of the non-existence of a field of fuzzy numbers
    A. VROMAN, G. DESCHRIJVER, E. E. KERRE
    International Journal of Uncertainty, Fuzziness and Knowledge-Based Systems 13: (3) 321-335, June 2005

  7. Generalized arithmetic operations in interval-valued fuzzy set theory
    G. DESCHRIJVER, A. VROMAN
    JOURNAL OF INTELLIGENT & FUZZY SYSTEMS 16: (4) 265-271 2005 1064-1246

  8. A new method for solving systems of linear fuzzy equations
    A. VROMAN, G. DESCHRIJVER, E. E. KERRE
    in: Proceedings of the 5th International Conference on Recent Advances in Soft Computing
    ISBN 1-84233-1108 2004

  9. Real-Time Constrained Fuzzy Arithmetic
    P. VICTOR, A. VROMAN, G. DESCHRIJVER, E. E. KERRE
    IEEE Transactions on fuzzy systems: accepted