Papers & preprints

Publication list:

  1. Th. Weigel and P. A. Zalesskii. Virtually free pro-p products. to appear in Isr. J., available at http://arxiv.org/abs/1305.4887, 2016.
  2. J. Feldvoss, S. Siciliano, and Th. Weigel. Restricted Lie algebras with maximal 0-PIM. Transformation Groups (2016) 21:377-398.
  3. I. Castellano and Th. Weigel. Rational discrete cohomology for totally disconnected locally compact groups. J. Algebra, 453:101–159, 2016.
  4. Th. Weigel. Koszul Lie Algebras. In M. Avitabile, J. Feldvoss, and Th. Weigel, editors, Lie Algebras and Related Topics, volume 652 of Contemporary Mathematics, pages 239–240. American Mathematical Society, 2015.
  5. C. Quadrelli and Th. Weigel. A group-theoretical version of Hilbert’s Theorem 90. Bull. Lond. Math. Soc., 47(4):704–714, 2015.
  6. Th. Weigel. Graded Lie algebras of type FP. Israel J. Math., 205(1):185–209, 2015.
  7. B. Lancellotti and Th. Weigel. The p.i.m.s for the restricted Zassenhaus algebras in characteristic 2. Arch. Math. (Basel), 104(4):333–340, 2015.
  8. T. Terragni and Th. Weigel. The Euler characteristic of a Hecke algebra. J. Pure Appl. Algebra, 219(4):1008–1019, 2015.
  9. J. Feldvoss, S. Siciliano, and Th. Weigel. Split strongly abelian p-chief factors and first degree restricted cohomology. J. Lie Theory, 24:29–39, 2014.
  10. B. Torrecillas and Th. Weigel. Lattices and cohomological Mackey functors for finite cyclic p-groups. Adv. Math., 244:533–569, 2013.
  11. J. Feldvoss, S. Siciliano, and Th. Weigel. Split abelian chief factors and first degree cohomology for Lie algebras. J. Algebra, 382:303–313, 2013.
  12. J. Feldvoss, S. Siciliano, and Th. Weigel. Outer restricted derivations of nilpotent restricted Lie algebras. Proc. Amer. Math. Soc., 141(1):171– 179, 2013.
  13. Th. Weigel. Finite p-groups which determine p-nilpotency locally. Hokkaido Math. J., 41(1):11–29, 2012.
  14. A. Previtali and Th. Weigel. Global Cayley maps and conjugacy class sizes of maximal unipotent subgroups of finite simple groups of Lie type. J. Pure App. Algebra, 216:255–266, 2012.
  15. Th. Weigel and P. A. Zalesskii. Groups with infinite mod-p Schur multiplier. J. Algebra, 344:70–77, 2011.
  16. J. González-Sánchez and Th. Weigel. Finite p-central groups of height k. Israel J. Math., 181(1):125–143, 2011.
  17. Y. Barnea, M. Ershov, and Th. Weigel. Abstract commensurators of profinite groups. Trans. Amer. Math. Soc., 363(10):5381–5417, 2011.
  18. L. Di Martino, M. A. Pellegrini, and Th. Weigel. Minimal irreducibility and the unipotent characters of groups of type Bm and Cm. J. Algebra Appl., 8(3):413–451, 2009.
  19. Th. Weigel. P-Projective Groups and Pro-p Trees. In Ischia Group Theory 2008, Proceedings of the Conference in Group Theory, pages 265–296, Singapore, 2009. World Scientific Publishing.
  20. G. Malle and Th. Weigel. Finite groups with minimal 1-PIM. Manuscripta math., 126(3):315–332, 2008.
  21. Th. Weigel. Frattini extensions and class field theory. In Groups St. Andrews 2005. Vol. 2, volume 340 of London Math. Soc. Lecture Note Ser., pages 661–684. Cambridge Univ. Press, Cambridge, 2007.
  22. Th. Weigel. On profinite groups with finite abelianizations. Selecta Math. (N.S.), 13(1):175–181, 2007.
  23. S. Siciliano and Th. Weigel. On powerful and p-central restricted Lie algebras. Bull. Austral. Math. Soc., 75(1):27–44, 2007.
  24. D. Bubboloni, M. S. Lucido, and Th. Weigel. Generic 2-coverings of finite groups of Lie type. Rend. Sem. Mat. Univ. Padova, 115:209–252, 2006.
  25. Th. Weigel. Maximal l-Frattini quotients of l-Poincaré duality groups of dimension 2. Arch. Math. (Basel), 85(1):55–69, 2005.
  26. Th. Weigel. On the probabilistic ζ-function of pro(finite-soluble) groups. Forum Math., 17(4):669–698, 2005.
  27. Th. Weigel and P. Zalesskii. Profinite groups of finite cohomological dimension. C. R. Math. Acad. Sci. Paris, 338(5):353–358, 2004.
  28. Th. Weigel. On the rigidity of Lie lattices and just infinite powerful groups. J. London Math. Soc. (2), 62(2):381–397, 2000.
  29. P. Symonds and Th. Weigel. Cohomology of p-adic analytic groups. In New horizons in pro-p groups, volume 184 of Progr. Math., pages 349–410. Birkhäuser Boston, Boston, MA, 2000.
  30. Th. Weigel. p-central groups and Poincaré duality. Trans. Amer. Math. Soc., 352(9):4143–4154, 2000.
  31. Th. Weigel. A remark on the Ado-Iwasawa theorem. J. Algebra, 212(2):613–625, 1999.
  32. A. Lubotzky and Th. Weigel. Lattices of minimal covolume in SL2 over local fields. Proc. London Math. Soc. (3), 78(2):283–333, 1999.
  33. Th. Weigel. On the profinite completion of arithmetic groups of split type. In Lois d’algébres et variétés algébriques (Colmar, 1991), volume 50 of Travaux en Cours, pages 79–101. Hermann, Paris, 1996.
  34. Th. Weigel. On a certain class of Frattini extensions of finite Chevalley groups. In Groups of Lie type and their geometries (Como, 1993), volume 207 of London Math. Soc. Lecture Note Ser., pages 281–288. Cambridge Univ. Press, Cambridge, 1995.
  35. Th. Weigel. Exp an Log functors for the Categories of Powerful p-central Groups and Lie Algebras. Habilitationsschrift, 1994.
  36. G. Malle, J. Saxl, and Th. Weigel. Generation of classical groups. Geom. Dedicata, 49(1):85–116, 1994.
  37. A. Gambini Weigel and Th. Weigel. On the orders of primitive linear p′-groups. Bull. Austral. Math. Soc., 48(3):495–521, 1993.
  38. Th. Weigel. Generation of exceptional groups of Lie-type. Geom. Dedicata, 41(1):63–87, 1992.
  39. Th. Weigel. Residual properties of free groups. III. Israel J. Math., 77(1-2):65–81, 1992.
  40. Th. Weigel. Residual properties of free groups. II. Comm. Algebra, 20(5):1395–1425, 1992.
  41. Th. Weigel. Residual properties of free groups. J. Algebra, 160(1):16–41, 1993.