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J. P. Pridham

Observed names: J. Pridham, J.P. Pridham, Jonathan P Pridham, Jonathan P. Pridham, Jonathan Paul Pridham, Jonathan Pridham, Pridham, J. P., Pridham, Jonathan
ORCID: 0009-0005-9537-8747
Observed ORCID: 0009-0005-9537-8747
OpenAlex ID: A5073335218
Unifying derived deformation theories
2009 · J.P. Pridham · Advances in Mathematics · 153
Presenting higher stacks as simplicial schemes
2013 · J.P. Pridham · Advances in Mathematics · 75
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An outline of shifted Poisson structures and deformation quantisation in derived differential geometry
2026 · J.P. Pridham · Differential Geometry and its Applications · 48
Pro-algebraic homotopy types
2008 · J. P. Pridham · Proceedings of the London Mathematical Society · 32
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Deformation quantisation for $(-1)$-shifted symplectic structures and vanishing cycles
2019 · Jonathan Pridham · Algebraic geometry · 28
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Representability of derived stacks
2012 · J.P. Pridham · Journal of K-theory K-theory and its Applications to Algebra Geometry and Topology · 26
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Semiregularity as a consequence of Goodwillie’s theorem
2024 · J.P. Pridham · Forum of Mathematics Sigma · 25
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Derived moduli of schemes and sheaves
2011 · J.P. Pridham · Journal of K-theory K-theory and its Applications to Algebra Geometry and Topology · 23
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Deformation quantisation for unshifted symplectic structures on derived Artin stacks
2018 · J. P. Pridham · Selecta Mathematica · 21
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A differential graded model for derived analytic geometry
2019 · J.P. Pridham · Advances in Mathematics · 16
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The pro-unipotent radical of the pro-algebraic fundamental group of a compact Kähler manifold
2008 · Jonathan Pridham · Annales de la faculté des sciences de Toulouse Mathématiques · 16
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Quantisation of derived Lagrangians
2022 · Jonathan P Pridham · Geometry & Topology · 15
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Deforming 𝑙-adic representations of the fundamental group of a smooth variety
2006 · J. Pridham · Journal of Algebraic Geometry · 15
Shifted bisymplectic and double Poisson structures on non-commutative derived prestacks
2020 · Pridham, J. P. · arXiv (Cornell University) · 14
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Deformation quantisation for $(-2)$-shifted symplectic structures
2018 · Pridham, J. P. · arXiv (Cornell University) · 11
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Real Non-Abelian Mixed Hodge Structures for Quasi-Projective Varieties: Formality and Splitting
2016 · J. Pridham · Memoirs of the American Mathematical Society · 11
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The homotopy theory of strong homotopy algebras and bialgebras
2010 · J. P. Pridham · Homology Homotopy and Applications · 11
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Quantisation of derived Poisson structures
2025 · Jonathan P Pridham · Geometry & Topology · 10
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A note on étale atlases for Artin stacks and Lie groupoids, Poisson structures and quantisation
2024 · J.P. Pridham · Journal of Geometry and Physics · 10
Derived deformations of Artin stacks
2015 · J. P. Pridham · Communications in Analysis and Geometry · 10
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Notes characterising higher and derived stacks concretely
2011 · Pridham, J. P. · arXiv (Cornell University) · 10
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Weight decompositions on étale fundamental groups
2009 · J. P. Pridham · American Journal of Mathematics · 10
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An introduction to derived (algebraic) geometry
2021 · Eugster, J., Pridham, J. P. · arXiv (Cornell University) · 9
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On ℓ-adic Pro-algebraic and Relative Pro-ℓ Fundamental Groups
2011 · Jonathan P. Pridham · Springer eBooks · 9
Non-abelian real Hodge theory for proper varieties
2006 · Pridham, J. P. · arXiv (Cornell University) · 9
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Works count: 66
Citation count: 723
H-index: 14
I10-index: 22
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