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Articles: 2'506'133
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26 April 2024
 
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Results 1 to 20 of 36 for query "J.P.Pridham". (0.00 sec.)

[    1    2    ]   Next

1.
Galois actions on the pro-l-unipotent fundamental group
J. P. Pridham;
18 Apr 2004
- - -
2.
The pro-unipotent radical of the pro-Q_l-algebraic fundamental group of a smooth variety
J.P.Pridham;
12 Oct 2005
- - -
3.
The pro-unipotent radical of the pro-algebraic fundamental group of a compact Kaehler manifold
J.P.Pridham;
22 Feb 2005
- - -
4.
The structure of the pro-l-unipotent fundamental group of a smooth variety
J. P. Pridham;
27 Dec 2003
- - -
5.
The deformation theory of representations of the fundamental group of a smooth variety
J. P. Pridham;
25 Dec 2003
- - -
6.
Deformations via Simplicial Deformation Complexes
J. P. Pridham;
11 Nov 2003
- - -
7.
Galois actions on homotopy groups
J. P. Pridham;
6 Dec 2007
- - -
8.
An introduction to derived (algebraic) geometry
J.Eugster; J.P.Pridham;
29 Sep 2021
- - -
9.
Shifted symplectic structures on derived analytic moduli of $ell$-adic local systems and Galois representations
J.P. Pridham;
4 May 2022
- - -
10.
Non-commutative derived moduli prestacks
J. P. Pridham;
26 Aug 2020
- - -
11.
A note on 'etale atlases for Artin stacks, Poisson structures and quantisation
J.P.Pridham;
22 May 2019
- - -
12.
Non-abelian reciprocity laws for modular curves
J. P. Pridham;
10 Apr 2017
- - -
13.
On $q$-de Rham cohomology via $Lambda$-rings
J.P.Pridham;
25 Aug 2016
- - -
14.
Deformation quantisation for unshifted symplectic structures on derived Artin stacks
J.P.Pridham;
15 Apr 2016
- - -
15.
Smooth functions on algebraic K-theory
J.P.Pridham;
19 Feb 2016
- - -
16.
Deformation quantisation for (-1)-shifted symplectic structures and vanishing cycles
J. P. Pridham;
31 Aug 2015
- - -
17.
Shifted Poisson and symplectic structures on derived N-stacks
J.P. Pridham;
8 Apr 2015
- - -
18.
A K-theoretic interpretation of real Deligne cohomology
J.P. Pridham;
20 Nov 2014
- - -
19.
Derived log stacks after Olsson
J.P.Pridham;
14 Oct 2013
- - -
20.
Tannaka duality for enhanced triangulated categories
J.P.Pridham;
3 Sep 2013
- - -

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