A theory of dormant opers on pointed stable curves /
This manuscript presents a detailed and original account of the theory of opers defined on pointed stable curves in arbitrary characteristic and their moduli. In particular, it includes the development of the study of dormant opers, which are opers of a certain sort in positive characteristic. Our g...
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Format: | Book |
Language: | English |
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Paris :
Société Mathématique de France,
2022
Paris, France : Société mathématique de France, 2022 |
Series: | Astérisque ;
432 Astérisque 432 Astérisque ; 432 |
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Internet
University of Chicago
Call Number: |
QA564.W353 2022 |
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Johns Hopkins University
Call Number: |
QA565 .W35 2022 |
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Harvard University
Call Number: |
QA1 .S6 no.432 QA565 .W35 2022 |
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Dartmouth College
Call Number: |
QA1 .A85 no.432 |
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Princeton University
Call Number: |
QA565 .W35 2022 |
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Columbia University
Call Number: |
QA1 .A82 v.432 |
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