Mitarbeiter
Sekretariat
- Vera Sausen
Phone 0221-470 6925,
email: vsausen at math
Ehemalige Mitarbeiter
- Dr. Frank Lapp Wissenschaftlicher Mitarbeiter 2014-2017
- Dr. Bo Liu Research
Assistant 2014-2015,
Professor at East China Normal University, Shanghai
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Dr. Stephan Gareis PhD student between 2012-2015, awarded June 2015
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Ood Shabtai
Research assistant in SFB TR 191 between 2022-2023
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Dr. Viet Duc Vu Humboldt Fellow 2018-2021, Professor at the
University of Cologne
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Dr. Huan Wang
PhD student between 2012-2016, awarded May 2016
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Dominik Zielinski
PhD student between 2019-2023, awarded January 2024
Publikationen:
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B. Camus, Semiclassical spectral estimates for
Schröodinger operators at a critical energy level. Case of a
degenerate minimum
of the potential
J. Math. Anal. Appl. 341 (2008), No. 2, 1170-1180
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C.-Y. Hsiao and G. Marinescu, Szegö kernel asymptotics and Morse inequalities on CR manifolds
Math. Z. 271 (2012), 509–553
arXiv:1005.5471
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T.-C. Dinh, V. Schmidt and G. Marinescu, Equidistribution of zeros of holomorphic sections in the non compact setting
J. Stat. Phys., 148 (2012), no. 1, 113-136
arXiv:1106.5244
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C.-Y. Hsiao, On the coefficients of the asymptotic expansion of the kernel of Berezin-Toeplitz quantization
Ann. Glob. Anal. Geom., 42 (2012), no. 2, 207-245
arXiv:1108.0498
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C.-Y. Hsiao and G. Marinescu, Asymptotics of spectral function of lower energy forms and Bergman kernel of
semi-positive and big line bundles
Comm. Anal. Geom. 22 (2014), No. 1, 1–108
arXiv:1112.5464
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Brian C. Hall and W. Kirwin, Complex structures adapted to magnetic flows
arXiv:math.SG/1201.2142
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W. Kirwin, J. P. Nunes and J. M. Mourão, Complex time evolution in geometric quantization and generalized coherent state transforms
J. Func. Anal. 265 (2013), 1460-1493
arxiv:math.DG/1203.4767
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C.-Y. Hsiao, Existence of CR sections for high power of semi-positive rigid Heisenberg line bundles over compact Heisenberg manifolds
arXiv:1204.4810.
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W. Lu, Morse-–Bott inequalities in the presence of a compact Lie group action and applications
Differential Geometry and its Applications 32(2014), 68–87
arXiv:1205.3437
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W. Lu, A Thom-Smale-Witten theorem on manifolds with boundary
arXiv:1205.4665
- C.-Y. Hsiao, The second coefficient of the asymptotic expansion of the weighted Bergman kernel for (0,q) forms on C^n
arXiv:1208.3818
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W. Kirwin, J. P. Nunes and J. M. Mourão,Coherent state transforms and the Mackey-Stone-Von Neumann theorem
arXiv:1211.2145
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W. Lu, The second coefficient of the asymptotic expansion of the Bergman kernel of the Hodge-Dolbeault operator
J. Geom. Anal. 25 (2015), 25-63
arXiv:1212.6034
- C.-Y. Hsiao and P.-L. Yung, The tangential Cauchy-Riemann complex on the Heisenberg group via conformal invariance
arXiv:1303.6547
- C.-Y. Hsiao and P.-L. Yung, Solving Kohn Laplacian on asymptotically flat pseudohermitian 3-manifolds
arXiv:1303.6557
- S. Klevtsov, Random normal matrices, Bergman kernel and projective embeddings
Journal of High Energy Physics, 2014:133
arXiv:1309.7333
- A. Bilal, F. Ferrari, S. Klevtsov, 2D quantum gravity at one loop
with Liouville and Mabuchi actions
Nuclear Physics B, 880(2014), 203–224
- C.-Y. Hsiao, Szegö kernel asymptotics for high power of CR line bundles and Kodaira embedding theorems on CR manifolds
arXiv:1401.6647
- S. Klevtsov, S. Zelditch, Stability and integration over Bergman metrics
arXiv:1404.0659
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C.-Y. Hsiao and G. Marinescu, On the singularities of the Szegö projections on lower energy forms
arXiv:1407.6305
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W. Kirwin, Quantizing the geodesic flow via adapted complex structures
arXiv:1408.1527
- F. Ferrari, S. Klevtsov, FQHE on curved backgrounds, free fields and large N
arXiv:1410.6802
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W. Kirwin, J. P. Nunes and J. M. Mourão, Complex symplectomorphisms and pseudo-Kähler islands
in the quantization of toric manifolds
arXiv:1411.2793
- S. Klevtsov, P. Wiegmann, Precise adiabatic transport and geometry of quantum Hall states
arXiv:1504.07198
- S. Klevtsov, S. Zelditch, Heat kernel measures on random surfaces
arXiv:1505.05546
- B. Liu, Fuctoriality of equivariant eta forms
arXiv:1505.04454
- H. Wang, On the growth of von Neumann dimension of harmonic spaces of semipositive line bundles over covering manifolds
arXiv:1505.04322
- S. Klevtsov, Xiaonan Ma, George Marinescu, Paul Wiegmann,
Quantum Hall effect, Quillen metric and holomorphic anomaly
arXiv:1510.06720
- Hendrik Herrmann, Chin-Yu Hsiao, Xiaoshan Li,
Szegö kernel expansion and embedding of Sasakian manifolds
arXiv:1512.03952