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Szegö kernel asymptotics for high power of CR line bundles and Kodaira embedding theorems on CR manifolds [electronic resource] / Chin-Yu Hsiao

Author
Hsiao, Chin-Yu.
Published
Providence, RI, USA : American Mathematical Society, [2018]
Physical Description
v, 142 pages ; 26 cm.
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Contents
1. Introduction and statement of the main results -- 2. More properties of the phase [capital letter Pi](x, y, s) -- 3. Preliminaries -- 4. Semi-classical [box](q)b,k and the characteristic manifold for [box](q)b,k -- 5. The heat equation for the local operatot [box](q)s -- 6. Semi-classical Hodge decomposition theorems for [box](q)s,k in some non-degenerate part of E -- 7. Szegîo kernel asymptotic for lower energy forms -- 8. Almost Kodaira embedding Theorems on CR manifolds -- 9. Asymptotic expension of the Szegîo kernel -- 10. Szegîo kernel asymptotics and Kodairan embedding theorems on CR manifolds with transversal CR, S1 actions -- 11. Szegîo kernel asymptotics on some non-compact CR manifolds -- 12. The proof of Theorem 5.28.
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ISBN
9781470441012 (pbk. : alk. paper)
1470441012 (pbk. : alk. paper)
Note
"July 2018, volume 254, number 1217 (fifth of 5 numbers)."
Bibliography Note
Includes bibliographical references (pages 141-142) and index.
View MARC record | catkey: 34820059