Add to ORKGIn this paper, generalizing our result in Part I, we show a formula that expresses a certainlinear sum of Galois polylogarithms as a corresponding sum of the Coates-Wiles homomor-phisms multiplied by Coleman'sp-adic polylogarithms. These linear sums are characterized bytensor conditions of Zagier's conjecture on Bloch groups
Classically, higher logarithms appear as multivalued functions on the projective line. Today they ca...
Historically, the polylogarithm has attracted specialists and nonspecialists alike with its lovely e...
The first part of this thesis is dedicated to irrationality of values of polylogarithms. First, we e...
The Coleman-Ihara formula expresses Soule's p-adic characters restricted to p-local Galois group as ...
Let L be a finite Galois extension of a number field K. Let G := Gal(L/K). Let z(1),...,z(N) is an e...
"Algebraic Number Theory and Related Topics 2014". December 1～5, 2014. edited by Takeshi Tsuji, Hiro...
Let L be a finite Galois extension of a number field K. Let G := Gal(L/K). Let z(1),...,z(N) is an e...
Let L be a finite Galois extension of a number field K. Let G := Gal(L/K). Let z(1),...,z(N) is an e...
Let L be a finite Galois extension of a number field K. Let G := Gal(L/K). Let z(1),...,z(N) is an e...
Let L be a finite Galois extension of a number field K. Let G := Gal(L/K). Let z(1),...,z(N) is an e...
International audienceWe are studying some aspects of the action of Galois groups on the torsor of p...
The present paper establishes a non-abelian generalization of the Bloch–Kato exponential map. Then, ...
We generalize the definition of the polylogarithm classes to the case of commutative group schemes, ...
We generalize the definition of the polylogarithm classes to the case of commutative group schemes, ...
We generalize the definition of the polylogarithm classes to the case of commutative group schemes, ...
Classically, higher logarithms appear as multivalued functions on the projective line. Today they ca...
Historically, the polylogarithm has attracted specialists and nonspecialists alike with its lovely e...
The first part of this thesis is dedicated to irrationality of values of polylogarithms. First, we e...
The Coleman-Ihara formula expresses Soule's p-adic characters restricted to p-local Galois group as ...
Let L be a finite Galois extension of a number field K. Let G := Gal(L/K). Let z(1),...,z(N) is an e...
"Algebraic Number Theory and Related Topics 2014". December 1～5, 2014. edited by Takeshi Tsuji, Hiro...
Let L be a finite Galois extension of a number field K. Let G := Gal(L/K). Let z(1),...,z(N) is an e...
Let L be a finite Galois extension of a number field K. Let G := Gal(L/K). Let z(1),...,z(N) is an e...
Let L be a finite Galois extension of a number field K. Let G := Gal(L/K). Let z(1),...,z(N) is an e...
Let L be a finite Galois extension of a number field K. Let G := Gal(L/K). Let z(1),...,z(N) is an e...
International audienceWe are studying some aspects of the action of Galois groups on the torsor of p...
The present paper establishes a non-abelian generalization of the Bloch–Kato exponential map. Then, ...
We generalize the definition of the polylogarithm classes to the case of commutative group schemes, ...
We generalize the definition of the polylogarithm classes to the case of commutative group schemes, ...
We generalize the definition of the polylogarithm classes to the case of commutative group schemes, ...
Classically, higher logarithms appear as multivalued functions on the projective line. Today they ca...
Historically, the polylogarithm has attracted specialists and nonspecialists alike with its lovely e...
The first part of this thesis is dedicated to irrationality of values of polylogarithms. First, we e...