, Sczech's rational functions and Eisenstein cocycles Generalization of Multiple Zeta Values (II): Results for general totally real fields

, Generalized multiple zeta values for general F (I): special cases Generalization of Multiple Zeta Values (II): Results for general totally real fields

, Generalized multiple zeta values for general F (II): general case Generalization of Multiple Zeta Values

F. Brown, Mixted Tate Motives over Spec Z, Annals of Math, vol.175, 2016.

F. Brown, Dedekind Zeta motives for totally real fields, Inventiones Mathematicae, vol.194, 2013.

F. Brown, Multiple Modular Values and the relative completion of the fundamental group of M 1,1, 2014.

H. Gangl, M. Kaneko, and D. Zagier, Double Zeta Values and modular forms, 2006.

A. Goncharov, Polylogarithms and Motivic Galois groups. Motives(Seattle, 1991)Proc.Sympos. Pure Math, vol.55, 1994.

A. Goncharov, Multiple polylogarithms and mixed Tate motives. math. AG/0103059, 2001.

A. Goncharov, Multiple ? values, Galois groups and geometry of modular varieties, European Congress of Mathematics, 2000.

A. Goncharov, Galois symmetries of fundamental groupoids and noncommutative geometry, Duke Math. J, 2005.

A. Goncharov, Euler complexes and geometry of modular varieties. GAFA,special volume dedicated to J.Bernstein's 60th brithday, 2008.

A. Goncharov and . Hodge, Journal für die reine und angewandte Mathematik, 2016.

R. Hain, Classical Polylogarithms. Motives(Seattle, 1991)Proc.Sympos. Pure Math, vol.55, 1994.

E. Hecke, Uber Die Kroneckersche Grenzformel Für Reelle Quadratische Körper Und Die Klassenzah Relativ-Abelscher Körper, Verhandl. Naturforsch. Ges. Basel, vol.28, pp.363-372, 1917.

J. Nekovar and A. Scholl, Introduction to Plectic Cohomology, Contempary Mathematics, 2016.

J. Nekovar and A. Scholl, , 2016.

P. Pasles and W. De-azevedo-pribitkin, A generalization of the Lipschitz summation formula and some applications, Proceedings of the AMS, vol.129, 2001.

R. Sczech, Eisenstein group cocycles for GL n and values of L-functions, Inventiones mathematicae, vol.113, 1993.

D. Zagier, Hyperbolic manifolds and special values of Dedekind zeta functions. Inventiones mathematicae, 1986.

D. Zagier, Values of zeta functions and their applications, Progress in Math, 1994.