Biography

Prof. Enrique Arribas

Applied Physics Department

Faculty of Computer Science Engineering

University of Castilla-La Mancha, Spain

Associate Professor


Email: enrique.arribas@uclm.es


Research fields:

Unstable Enzymatic Systems

Mathematical and Computer Chemistry


Qualifications

2007 Ph.D., Chemical Physics, University of Castilla-La Mancha, Spain

1978 M.Sc., Theoretical Physics, University of Valencia, Spain


Publications (Selected)

  1. “A method, based on statistical moments, to evaluate the kinetic parameters involved in unstable enzyme systems”. E. Arribas, H. Bisswanger, A. Sotos-Lomas, M. Garcia-Moreno, F. Garcia-Canovas, J. Donoso-Pardo, F. Muñoz-Izquierdo and R. Varon. Journal of Mathematical Chemistry, 44 (2008), 379-404.

  2. “Mean lifetime and first-passage time of the enzyme species involved in an enzyme reaction. Applicationtounstableenzymesystems”. E. Arribas, A. Muñoz-Lopez, M.J. Garcia-Meseguer, A. Lopez-Najera, L. Avalos, F. Garcia-Molina, M. Garcia-Moreno, and R. Varon. Bulletin of Mathematical Biology, 70 (2008), 1425-1449.
  3. “wREFERASS: Rate Equations for Enzyme Reactions at Steady State under MS-Windows”. F. García Sevilla, E. Arribas, H. Bisswanger, M. García-Moreno, F. García Cánovas, R. Gomez Ladrón de Guevara, R.G. Duggleby, J. M. Yago and R. Varón. MATCH Communications in Mathematical and in Computer Chemistry, 63 (2010), 553-571.
  4. “A general model for non-autocatalytic zymogen activation in the presence of two different and mutually exclusive inhibitors. I. Kineticanalysis”. J. Masiá-Pérez, J. Escribano, E. Valero, E. Arribas, M. García-Moreno, J.L. Muñoz-Muñoz, R. Gomez-Ladrón de Guevara and R. Varón. Journal of Mathematical Chemistry, 48 (2010), 617-634.
  5. “A general model for non-autocatalytic zymogen activation inhibited by two different and mutually exclusive inhibitors. II. Relative weight of activation and inhibition processes”. J. Masiá-Pérez, J. Escribano, E. Valero, E. Arribas, M. García-Moreno, J.L. Muñoz-Muñoz, R. Gomez-Ladrón de Guevara and R. Varón. Journal of Mathematical Chemistry, 48 (2010), 635-652.
  6. “A general model for autocatalytic zymogen activation inhibited by two different and mutually exclusive inhibitors”. J. Masia-Perez, E. Valero, J. Escribano, E. Arribas, J.M. Villalba, M. Garcia-Moreno, F. Garcia-Sevilla, M.L. Amo and R. Varon. MATCH Communications in Mathematical and in Computer Chemistry, 64(2) (2010), 513-520.
  7. “Computerized evaluation of mean residence times in multicompartmental linear system and pharmacokinetics”. J.M. Villalba, A.J. Barbero, R. Diaz-Sierra, E. Arribas, F. Garcia-Sevilla, M.J. Garcia-Meseguer, M. Garcia-Moreno, J.A. Vidal de Labra and R. Varon. Journal of Computational Chemistry 32(5) (2011), 915-931.
  8. "A comparison between the initial rate expressions obtained under strict conditions and the rapid equilibrium assumption using, as example, a four substrate enzyme reaction". J. M. Yago, C. Garrido-del Solo, F. Garcia-Sevilla, M. Garcia-Moreno, E. Arribas and R. Varon. Journal of Theoretical and Computational Chemistry 10 (2011) 659-678.
  9. “Characterization of unstable enzyme systems which evolve according to a three-exponential equation”. E. Arribas, J.M. Villalba, M. Garcia-Moreno, M.L. Amo, F. Garcia-Sevilla, F. Garcia-Molina, J.L. Muñoz-Muñoz and R. Varon. Journal of Mathematical Chemistry 49 (2011) 1667-1686.
  10. "General symbolic expressions for statistical moments in any linear compartmental system". R. Varon, J.M. Villalba, F. García-Sevilla, M. Garcia-Moreno, M. Molina-Alarcón, A. Barbero, M.J. García-Meseguer and E. Arribas. MATCH Communications in Mathematical and in Computer Chemistry 67(3) (2012) 609-648.
  11. “A computer application to simulate the kinetics of any enzyme system". F. Garcia-Sevilla, M. Molina-Alarcon, M. Garcia-Moreno, F. Garcia-Canovas, F. Garcia-Molina, H. Bisswanger, J.M. Villalba, E. Arribas and R. Varon. MATCH Communications in Mathematical and in Computer Chemistry 67(3) (2012) 787-805.
  12. "Linear compartmental systems I: Kinetic analysis and optimization of the symbolic equations. A software for obtaining them under MS-Windows". F. Garcia-Sevilla, M. Garcia-Moreno, M. Molina-Alarcon, M.J. Garcia-Meseguer, F. Garcia-Molina, J.M. Villalba, J.A. Vidal de Labra, E. Arribas and R. Varon. Journal of Mathematical Chemistry 50(6) (2012), 1598-1624.
  13. "Linear compartmental systems II: Application to enzyme reactions". F. Garcia-Sevilla, M. Garcia-Moreno, M. Molina-Alarcon, M.J. Garcia-Meseguer, F. Garcia-Molina, J.M. Villalba, J.A. Vidal de Labra, E. Arribas and R. Varon. Journal of Mathematical Chemistry 50(6) (2012), 1625-1648.
  14. “A Novel Procedure to Analyse the Kinetics of Multicompartmental Linear Systems. I. General Equations”. J.A. Galvez, E. Arribas, J.M. Villalba, M. Garcia-Moreno, M.J. Garcia-Meseguer, M.L. Amo, F. Garcia-Sevilla and R. Varon. MATCH Communications in Mathematical and in Computer Chemistry, 68(2), (2012), 477-502.
  15. “A Novel Procedure to Analyse the Kinetics of Multicompartmental Linear Systems. II. Application to the Study of Some Well-known Systems”. J.A. Galvez, E. Arribas, J.M. Villalba, M. Garcia-Moreno, M.J. Garcia-Meseguer, R. Diaz-Sierra, F. Garcia-Sevilla and R. Varon. MATCH Communications in Mathematical and in Computer Chemistry, 68(2), (2012), 503-550.
  16. “Initial rate equations in four-substrate enzyme reactions. Application to discriminate between some mechanisms”. J. M. Yago, E. Arribas C. Garrido-del-Solo, F. Garcia-Sevilla, M. Garcia-Moreno, and R. Varon. MATCH Communications in Mathematical and in Computer Chemistry 69(2) (2013) 215-248.


Profile Details

www.uclm.es/profesorado/earribas

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