On ℓ-adic Galois periods, relations between coefficients of Galois representations on fundamental groups of a projective line minus a finite number of points

Power residues of Fourier coefficients of modular forms

Weston, T

January 2005

Let ρ:G\Q→\GLn(\Ql) be a motivic ℓ-adic Galois representation. For fixed m\u3e1 we initiate an inves...

p-Adic multi-zeta values

Ünver, Sinan

September 2004

AbstractLet X be the projective line minus 0,1, and ∞ over Qp. The aim of the following is to give a...

Power residues of Fourier coefficients of modular forms

Weston, T

April 2011

Let ρ:G\Q→\GLn(\Ql) be a motivic ℓ-adic Galois representation. For fixed m\u3e1 we initiate an inves...

On ℓ-adic Galois periods, relations between coefficients of Galois representations on fundamental groups of a projective line minus a finite number of points

WOJTKOWIAK, ZDZISLAW, JOZEF

December 2007

International audienceThe coefficients of the Drinfeld associator are known to satisfytwo kind of sh...

ON ι-ADIC ITERATED INTEGRALS, IV -Ramification and generators of Galois actions on fundamental groups and torsors of paths

Wojtkowiak, Zdzislaw

January 2009

We are studying Galois representations on fundamental groups and on torsors of paths of a projective...

On l-adic iterated integrals, IV ramification and generators of Galois actions on fundamental groups and torsors of paths

WOJTKOWIAK, ZDZISLAW, JOZEF

January 2009

International audienceWe are studying Galois representations on fundamentalgroups and on torsors of ...

On rational Drinfeld associators

Alexeev, Anton
Podkopaeva, Maria
Severa, Pavol

January 2011

We prove an estimate on denominators of rational Drinfeld associators. To obtain this result, we pro...

Séries génératrices non-commutatives de polyzêtas et associateurs de Drinfeld

Racinet, Georges

December 2000

We study a double shuffle relations among Multiple Zeta Values (MZVs) that are believed to be comple...

On l-adic iterated integrals, III Galois actions on fundamental groups. Nagoya Math. J., Vol. 178 (2005),

WOJTKOWIAK, ZDZISLAW, JOZEF

January 2005

International audienceWe continue to study l-adic iterated integrals introduced in the first part. W...

On rational Drinfeld associators

Alekseev, Anton
Podkopaeva, Masha
Severa, Pavol

January 2010

We prove an estimate on denominators of rational Drinfeld asso- ciators. To obtain this result, we p...

On l-adic iterated integrals, III Galois actions on fundamental groups. Nagoya Math. J., Vol. 178 (2005),

WOJTKOWIAK, ZDZISLAW, JOZEF

January 2005

International audienceWe continue to study l-adic iterated integrals introduced in the first part. W...

Toward a deformation theory for Galois representations of function fields

Ose, David Thomas

January 10000

We consider a question of describing the one-dimensional P-adic representations that lift a given re...

Toward a deformation theory for Galois representations of function fields

Ose, David Thomas

We consider a question of describing the one-dimensional P-adic representations that lift a given re...

Multiple zeta values and iterated Eisenstein integrals

Saad, A

January 2020

The affine ring of the motivic path torsor 0Πmot1:= π mot1 (P1\ {0, 1,∞},~10, −~11) is an ind-object...

Power residues of Fourier coefficients of modular forms

Weston, T

January 2005

Let ρ:G\Q→\GLn(\Ql) be a motivic ℓ-adic Galois representation. For fixed m\u3e1 we initiate an inves...

Power residues of Fourier coefficients of modular forms

Weston, T

January 2005

Let ρ:G\Q→\GLn(\Ql) be a motivic ℓ-adic Galois representation. For fixed m\u3e1 we initiate an inves...

p-Adic multi-zeta values

Ünver, Sinan

September 2004

AbstractLet X be the projective line minus 0,1, and ∞ over Qp. The aim of the following is to give a...

Power residues of Fourier coefficients of modular forms

Weston, T

April 2011

Let ρ:G\Q→\GLn(\Ql) be a motivic ℓ-adic Galois representation. For fixed m\u3e1 we initiate an inves...

On ℓ-adic Galois periods, relations between coefficients of Galois representations on fundamental groups of a projective line minus a finite number of points

WOJTKOWIAK, ZDZISLAW, JOZEF

December 2007

International audienceThe coefficients of the Drinfeld associator are known to satisfytwo kind of sh...

ON ι-ADIC ITERATED INTEGRALS, IV -Ramification and generators of Galois actions on fundamental groups and torsors of paths

Wojtkowiak, Zdzislaw

January 2009

We are studying Galois representations on fundamental groups and on torsors of paths of a projective...

On l-adic iterated integrals, IV ramification and generators of Galois actions on fundamental groups and torsors of paths

WOJTKOWIAK, ZDZISLAW, JOZEF

January 2009

International audienceWe are studying Galois representations on fundamentalgroups and on torsors of ...

On rational Drinfeld associators

Alexeev, Anton
Podkopaeva, Maria
Severa, Pavol

January 2011

We prove an estimate on denominators of rational Drinfeld associators. To obtain this result, we pro...

Séries génératrices non-commutatives de polyzêtas et associateurs de Drinfeld

Racinet, Georges

December 2000

We study a double shuffle relations among Multiple Zeta Values (MZVs) that are believed to be comple...

On l-adic iterated integrals, III Galois actions on fundamental groups. Nagoya Math. J., Vol. 178 (2005),

WOJTKOWIAK, ZDZISLAW, JOZEF

January 2005

International audienceWe continue to study l-adic iterated integrals introduced in the first part. W...

On rational Drinfeld associators

Alekseev, Anton
Podkopaeva, Masha
Severa, Pavol

January 2010

We prove an estimate on denominators of rational Drinfeld asso- ciators. To obtain this result, we p...

On l-adic iterated integrals, III Galois actions on fundamental groups. Nagoya Math. J., Vol. 178 (2005),

WOJTKOWIAK, ZDZISLAW, JOZEF

January 2005

International audienceWe continue to study l-adic iterated integrals introduced in the first part. W...

Toward a deformation theory for Galois representations of function fields

Ose, David Thomas

January 10000

We consider a question of describing the one-dimensional P-adic representations that lift a given re...

Toward a deformation theory for Galois representations of function fields

Ose, David Thomas

We consider a question of describing the one-dimensional P-adic representations that lift a given re...

Multiple zeta values and iterated Eisenstein integrals

Saad, A

January 2020

The affine ring of the motivic path torsor 0Πmot1:= π mot1 (P1\ {0, 1,∞},~10, −~11) is an ind-object...

Power residues of Fourier coefficients of modular forms

Weston, T

January 2005

Let ρ:G\Q→\GLn(\Ql) be a motivic ℓ-adic Galois representation. For fixed m\u3e1 we initiate an inves...

Power residues of Fourier coefficients of modular forms

Weston, T

January 2005

Let ρ:G\Q→\GLn(\Ql) be a motivic ℓ-adic Galois representation. For fixed m\u3e1 we initiate an inves...

p-Adic multi-zeta values

Ünver, Sinan

September 2004

AbstractLet X be the projective line minus 0,1, and ∞ over Qp. The aim of the following is to give a...

Power residues of Fourier coefficients of modular forms

Weston, T

April 2011

Let ρ:G\Q→\GLn(\Ql) be a motivic ℓ-adic Galois representation. For fixed m\u3e1 we initiate an inves...

On ℓ-adic Galois periods, relations between coefficients of Galois representations on fundamental groups of a projective line minus a finite number of points

Abstract

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On ℓ-adic Galois periods, relations between coefficients of Galois representations on fundamental groups of a projective line minus a finite number of points

Abstract

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