The Gauss–Manin connection on the periodic cyclic homology
A Petrov, D Vaintrob, V Vologodsky - Selecta Mathematica, 2018 - Springer
Let R be the algebra of functions on a smooth affine irreducible curve S over a field k and let
A_ ∙ A∙ be a smooth and proper DG algebra over R. The relative periodic cyclic homology …
A_ ∙ A∙ be a smooth and proper DG algebra over R. The relative periodic cyclic homology …
[PDF][PDF] THE GAUSS-MANIN CONNECTION ON THE PERIODIC CYCLIC HOMOLOGY
A PETROV, D VAINTROB, V VOLOGODSKY - math.berkeley.edu
Let R be the algebra of functions on a smooth affine irreducible curve S over a field k and let
A m be smooth and proper DG algebra over R. The relative periodic cyclic homology HP∗(A …
A m be smooth and proper DG algebra over R. The relative periodic cyclic homology HP∗(A …
[PDF][PDF] The Gauss–Manin connection on the periodic cyclic homology
A Petrov, D Vaintrob, V Vologodsky - 2018 - publications.hse.ru
Let R be the algebra of functions on a smooth affine irreducible curve S over a field k and let
A m be a smooth and proper DG algebra over R. The relative periodic cyclic homology …
A m be a smooth and proper DG algebra over R. The relative periodic cyclic homology …
The Gauss–Manin connection on the periodic cyclic homology
A Petrov, D Vaintrob, V Vologodsky - Selecta Mathematica, New Series, 2018 - elibrary.ru
Acknowledgements The authors would like to express their gratitude to D. Kaledin for
teaching them most of the mathematics that went into this paper. We are also extremely …
teaching them most of the mathematics that went into this paper. We are also extremely …
The Gauss-Manin connection on the periodic cyclic homology
A Petrov, D Vaintrob, V Vologodsky - arXiv preprint arXiv:1711.02802, 2017 - arxiv.org
It is expected that the periodic cyclic homology of a DG algebra over the field of complex
numbers (and, more generally, the periodic cyclic homology of a DG category) carries a lot …
numbers (and, more generally, the periodic cyclic homology of a DG category) carries a lot …
The Gauss-Manin connection on the periodic cyclic homology
A Petrov, D Vaintrob, V Vologodsky - arXiv e-prints, 2017 - ui.adsabs.harvard.edu
It is expected that the periodic cyclic homology of a DG algebra over the field of complex
numbers (and, more generally, the periodic cyclic homology of a DG category) carries a lot …
numbers (and, more generally, the periodic cyclic homology of a DG category) carries a lot …
[PDF][PDF] THE GAUSS-MANIN CONNECTION ON THE PERIODIC CYCLIC HOMOLOGY
A PETROV, D VAINTROB, V VOLOGODSKY - math.ias.edu
Let R be the algebra of functions on a smooth affine irreducible curve S over a field k and let
A m be smooth and proper DG algebra over R. The relative periodic cyclic homology HP∗(A …
A m be smooth and proper DG algebra over R. The relative periodic cyclic homology HP∗(A …
The Gauss–Manin connection on the periodic cyclic homology
A Petrov, D Vaintrob, V Vologodsky - Selecta Mathematica, New …, 2018 - dialnet.unirioja.es
Let R be the algebra of functions on a smooth affine irreducible curve S over a field k and let
A∙ be a smooth and proper DG algebra over R. The relative periodic cyclic homology …
A∙ be a smooth and proper DG algebra over R. The relative periodic cyclic homology …
[PDF][PDF] THE GAUSS-MANIN CONNECTION ON THE PERIODIC CYCLIC HOMOLOGY
A PETROV, D VAINTROB, V VOLOGODSKY - publications.hse.ru
Let R be the algebra of functions on a smooth affine irreducible curve S over a field k and let
A m be a smooth and proper DG algebra over R. The relative periodic cyclic homology …
A m be a smooth and proper DG algebra over R. The relative periodic cyclic homology …