CURRICULUM VITAE
October 2000




Personal Data

Name and surname: Federico Farchioni.
Sex: male.
Citizenship: Italian.
Date and place of birth: 18/3/1967, Amatrice (Rieti, Italy).
Marital status: married.

Present academic position:
post-Doc position at DESY theory division, Hamburg, Germany.

Office address:
DESY, theory division, Notkestrasse 85, D-22607 - Hamburg (Germany).

Office telephone number: +49 (40) 8998-3447
FAX number: +49 (40) 8998-2777

Electronic mail:
farchion@mail.desy.de

Home address:
Goosacker 11, D-22549 Hamburg (Germany).
 
 

I. Education and Academic Degrees
 

i) Education

ii) Languages iii) Academic Degrees II. Previous Positions, Grants and Funds III. Teaching Experiences IV. Main Research Field

Lattice Quantum Field Theory. Topological properties of 2d models and SU(N) gauge theories on the lattice, topological structure of the QCD vacuum. Perfect actions of gauge theories with interacting fermions: the Schwinger model, QCD. Chiral symmetry on the lattice. Spectrum of the Dirac operator. Super-symmetric Yang-Mills gauge theory on the lattice. Monte Carlo numerical simulations of lattice quantum field models.
 
 

V. Publications

  1. A. Di Giacomo, F. Farchioni, A. Papa and E. Vicari, ``The topological susceptibility of the 2-d O(3) sigma model'', Phys. Lett. B 276 (1992) 148.
  2. A. Di Giacomo, F. Farchioni, A. Papa and E. Vicari, ``Topological susceptibility on the lattice: the 2-d O(3) sigma model'', Phys. Rev. D 46 (1992) 4630.
  3. F. Farchioni and A. Papa, ``Topological charge on the lattice: the 2-d CP$^{N-1}$ model'', Phys. Lett. B 306 (1993) 108.
  4. F. Farchioni and A. Papa, ``Heating and small-size instantons in the O(3)-$\sigma$ model on the lattice'', Nucl. Phys. B 431 (1994) 686.
  5. M. D'Elia, F. Farchioni and A. Papa, ``Scaling and topology in the 2-d

  6. O(3)-$\sigma$ model on the lattice with the fixed point action'', Nucl. Phys. B 456 (1995) 313.
  7. F. Farchioni, P. Hasenfratz, F. Niedermayer and A. Papa, ``The absence

  8. of cut-off effects for the fixed point action in 1-loop perturbation theory'', Nucl. Phys. B 454 (1995) 638.
  9. B. Allés, M. Beccaria and F. Farchioni, ``Testing the heating method with perturbation theory'', Phys. Rev. D 54 (1996) 1044.
  10. M. D'Elia, F. Farchioni and A. Papa, ``Renormalization group flow and fixed point of the lattice topological charge in the 2-d O(3) sigma-model'', Phys. Rev. D 55 (1997) 2274.
  11. M. Beccaria, B. Allés and F. Farchioni, ``Coherent State path-integral simulation of many particle systems'', Phys. Rev. E 55 (1997) 3870.
  12. F. Farchioni and V. Laliena, ``The fixed point action for the Schwinger model: a perturbative approach'', Nucl. Phys. B 521 (1998) 337.
  13. F. Farchioni and V. Laliena, ``Properties of the fixed point lattice Dirac operator in the Schwinger model'', Phys. Rev. D 58 (1998) 054501-1.
  14. F. Farchioni and A. Papa, ``Instanton classical solutions of SU(3) fixed point actions on open lattices'', Phys. Rev. D 58 (1998) 054502-1.
  15. F. Farchioni, C.B. Lang and M. Wohlgenannt, `` Chiral properties of the fixed point action of the Schwinger model'', Phys. Lett. B 433 (1998) 377.
  16. F. Farchioni, I. Hip and C.B. Lang, ``Wilson, fixed point and Neuberger's lattice Dirac operator for the Schwinger model'', Phys. Lett. B 443 (1998) 214.
  17. F. Farchioni, I. Hip, C.B. Lang and M. Wohlgenannt, ``Eigenvalue spectrum of massless Dirac operators on the lattice'', Nucl. Phys. B 549 (1999) 364.
  18. F. Farchioni, I. Hip and C.B. Lang, ``Effects of topology in the Dirac spectrum of staggered fermions'', Phys. Lett. B 471 (1999) 58.
  19. F. Farchioni, Ph. de Forcrand, I. Hip, C.B. Lang and K. Splittorff, ``Microscopic universality and the chiral phase transition in two flavor QCD'', Phys. Rev. D 62 (2000) 014503.
VI. Preprints
  1. F. Farchioni, ``Leutwyler Smilga sum rules for Ginsparg-Wilson lattice fermions'', hep-lat/9902029.

  2.  


VII. Proceedings

  1. F. Farchioni and V. Laliena, ``The fixed point action of the Schwinger model'', Lattice '97, Nucl. Phys.  B (Proc. Suppl.) 63 (1998) 907.
  2. F. Farchioni and A. Papa, ``Fixed point actions in SU(3) gauge theory: surface tension and topology'', Lattice '97, Nucl. Phys.  B (Proc. Suppl.) 63 (1998) 910.
  3. F. Farchioni, I. Hip, C.B. Lang and M. Wohlgenannt, ``Spectrum of the fixed point Dirac operator in the Schwinger model'', Lattice '98, Nucl. Phys. B (Proc. Suppl.) 73 (1999) 939.
  4. F. Farchioni, I. Hip and C.B. Lang, `` Comparing lattice Dirac operators with Random Matrix Theory'', Lattice '99, Nucl. Phys. B (Proc. Suppl.) 83 (2000) 482.
VIII. Attendance to International Seminars and Schools