A. Huber, G. Wüstholz, Transcendence and linear relations of 1-periods, Transcendence and Linear Relations of 1-Periods, Cambridge Tracts in Mathematics 227, Cambridge University Press 2022 (pdf)
Book: A. Huber, S. Müller-Stach, with contributions of Benjamin Friedrich and Jonas von Wangenheim, Periods and Nori motives, Ergebnisse der Mathematik und ihrer Grenzgebiete 65, Springer Verlag 2017.
Errata and an annotated version available
here
A. Huber. Mixed motives and their realization in
derived categories. Lecture Notes in Mathematics 1604. Springer-Verlag,
Berlin, 1995. xvi+207 pp. ISBN: 3-540-59475-2.
Articles, Conferences Proceedings and Reports
A. Huber, Report on the structure of period spaces, Preprint 2022, (pdf)
A. Huber, The period isomorphism in tame geometry, online first, Mathematische Nachrichten (pdf)
A. Huber, Semi-algebraic motives, Preprint 2020, (pdf)
J. Commelin, P. Habegger, A. Huber, Exponential periods and o-minimality, Preprint 2022, (merged from part I and II from 2020), (pdf)
A. Huber, Galois theory of periods, Preprint 2018, (pdf), Münster J. Math. 13 (2020), no. 2, 573--596.
L. Barbieri-Viale, A. Huber, M. Prest, Tensor structure for Nori motives, Pacific Journal of Mathematics 306 (1), pp. 1-30, 2020., Preprint (pdf)
A. Huber, S. Kelly, Differential forms in positive characteristic II: cdh-descent via functorial Riemann-Zariski spaces, Algebra and Number Theory 12 (2018), 649-692, (pdf).
A. Huber, Differential forms in algebraic geometry - a new perspective in the singular case, Preprint 2015, (pdf), Port. Math. 73 (2016), no. 4, 337–367.
A. Huber, G. Kings, Polylogarithm for families of commutative group schemes, Preprint 2015, (pdf)Journal of Algebraic Geometry 27 (2018), 449-495.
A. Huber, S. Kebekus, S. Kelly, Differential forms in positive characteristic avoiding resolution of singularities, Preprint 2014, revised 2015(pdf), Bulletin de Societe de Mathematique de France 145 (2017), 305-343.
G. Ancona, A. Huber, S. Pepin-Lehalleur, On the relative motive of a commutative group scheme, Algebr. Geom. 3 (2016), no. 2, 150–178.
G. Ancona, A. Huber, S. Enright-Ward, On the motive of a commutative algebraic group, Documenta Math. 20 (2015) 807-858. (pdf)
A. Huber, C. Jörder, Differential forms in the h-topology, (pdf) Algebraic Geometry, Volume 1, Issue 4 (October 2014), 449-478.
A. Huber, The Comparison Theorem for the Soule-Deligne Classes, Preprint 2013. in: The Bloch-Kato conjecture for the Riemann zeta function, Eds. J. Coates, A. Rahguram, A.Saikia, R. Sujatha, Proceedings of a Workshoph held at Pune, Inda 2012. London Math. Soc. Lecture Note Ser., 418, Cambridge Univ. Press, Cambridge, 2015, 210–238.
A. Huber, S. Müller-Stach, On the relation between Nori motives and Kontsevich periods, Preprint 2011, revised 11/11 (pdf)
A. Huber, Was wir alles für Gleichungen
vom Grad drei (nicht) wissen -- elliptische Kurven und die Vermutung von Birch
und Swinnerton-Dyer, Preprint 2010, in: Facettenreiche Mathematik --
Einblicke in die moderne mathematische Forschung, A. Werner, K. Wendland Eds., Viehweg-Teubner Verlag, 2011.
(ps)
A. Huber, W. Soergel, Comparing natural volume forms on GL_n, Notiz Freiburg 2010.(pdf)
A. Huber, G. Kings. A p-adic analogue of the Borel
regulator and the Bloch-Kato exponential map, J. Inst. Math. Jussieu (2011) 10(1), 149-190.
(pdf)
A. Huber, G. Kings, N. Naumann, Some complements to
the Lazard isomorphism. Preprint 2009, (pdf), Compositio Math. vol 147 (2011), pp. 235-262.
A. Huber, G. Kings,A cohomological Tamagawa number formula, , (pdf), Nagoya Math. J. 202 (2011), 45-75.
A. Huber, Poincare duality for p-adic Lie groups.Preprint 2009.(pdf) Archiv der Mathematik 95 (2010), 509-517.
A. Huber. Slice filtration on motives and the
Hodge conjecture, with
an appendix by J. Ayoub.
Math. Nachrichten 281 (2008), 1764--1776.
(pdf)
A. Huber, G. Kings. Bloch-Kato conjecture and Main
Conjecture of Iwasawa theory for Dirichlet characters. Duke Mathematical Journal 199(3): 393-464, 2003.
A. Huber, G. Kings. Equivariant Bloch-Kato
conjecture and non-abelian Iwasawa Main
Conjecture. Proceedings of the ICM, Beijing
2002, vol. II, pp. 149-162. Higher Education Press, Beijing, 2002.
A. Huber. Realization of Voevodsky's
motives. Journal of Algebraic
Geometry 9(4): 755-799, 2000.
A. Huber, G. Kings. Degeneration of l-adic
Eisenstein classes and of the elliptic polylog. Inventiones Mathematicae 135(3): 545-594,
1999.
A. Huber, J. Wildeshaus. Correction to the paper:
"Classical motivic polylogarithm according to Beilinson and
Deligne". Documenta
Mathematica 3: 297-299, 1998.
A. Huber, J. Wildeshaus. Classical motivic
polylogarithm according to Beilinson and Deligne. Documenta
Mathematica 3: 27-133, 1998.
A. Huber, J. Wildeshaus. The Classical Polylogarithm. Abract of a series of lectures given at the workhsop on polylogs in Essen, May 1-4, 1997. ,Preprint 1997.
also available as arXiv:1210.2358
A. Huber. Extensions of motives. European
Congress of Mathematics,
Vol. I (Budapest, 1996), 218--236, Progr. Math., 168,
Birkhäuser, 1998.
A. Huber. Mixed perverse sheaves for schemes over
number fields. Compositio Mathematica 108(1): 107-121, 1997.
A. Huber. On the Parshin-Beilinson adèles for
schemes. Abhandlungen aus dem Mathematischen Seminar der
Universität Hamburg 61: 249-273, 1991.
A. Huber. Adèle für Schemata und
Zariski-Kohomologie. Schriftenreihe des Mathematischen
Instituts der
Universität Münster, 3. Serie, Heft 3, 86 pp.,
Münster, 1991.
Jakob Scholbach
Geometrical motives and the
h-topology. Preprint 2006.
(pdf)
S. Lechner. A comparison of locally analytic group cohomology and Lie algebra cohomology for p-adic Lie groups: An alternative approach to Lazard's isomorphism. Freiburg 2011.
(pdf)
Letzte Änderung 9.5.18
