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" VK [1973] On the heat equation and the index theorem. Invent. Math. 19, 279-330. "
Pseudodifferential Operators and Spectral Theory - Side 275
af M.A. Shubin - 2001 - 288 sider
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The Analysis of Linear Partial Differential Operators III: Pseudo ...

Lars Hörmander - 1994 - 552 sider
...operators with constant coefficients. II. Acta Math. 131, 145-206(1973). Atiyah, MF, R. Bott and VK Patodi: [1] On the heat equation and the index theorem. Invent. Math. 19, 279-330 (1973). Atiyah, MF and IM Singer: [1] The index of elliptic operators on compact manifolds Bull. Amer. Math....
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Schrödinger Operators: With Applications to Quantum Mechanics and Global ...

Hans L. Cycon, Barry Simon - 1987 - 337 sider
...formula for elliptic complexes, I. Ann. Math. 86, 374-407 (1967) 18. Atiyah, M., Bott, R., Patodi, VK: On the heat equation and the index theorem. Invent. Math. 19, 279-330 (1973) 19. Avron, J.: Bender- Wu formulas for the Zeeman effect in hydrogen. Ann. Phys. 131, 73 (1981) 20....
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Aspects of Quantum Field Theory in Curved Spacetime

Stephen A. Fulling - 1989 - 332 sider
...d'ergospheres, Compt. Rend. Acad. Sci. (Paris) A 281, 875-878. Atiyah, M., Bott, R., & Patodi, VK (1973) On the heat equation and the index theorem, Invent. Math. 19, 279-330. Avis, SJ, Isham, CJ, & Storey, D. (1978) Quantum field theory in antide Sitter space-time, Phys. Rev....
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Riemannian Geometry

Gérard Besson, Miroslav Lovric, Maung Min-Oo, McKenzie Yuen-kong Wang - 1996 - 132 sider
...groups and Von Neumann algebras Asterisque, 32-33, 43-72. Atiyah,M., Bott, R. and Patodi, V. [1973] On the heat equation and the index theorem, Invent. Math., 19, 279-330. Borel, A. [1983] The L 2 cohomology of negatively curved Riemannian symmetric spaces, Ann. Acad. Sci....
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Cyclic Cohomology and Noncommutative Geometry

Joachim J. R. Cuntz, Masoud Khalkhali - 1997 - 202 sider
...Proc. Symp. Pure Math., Part 1, Vol. 38, 199-269. [2] Atiyah, M. F-, Bott, R. and Patodi, VK [1973], On the heat equation and the index theorem, Invent. Math., 19, 279-330. [3] Atiyah. MF and Singer. IM [1971], The index of elliptic operators IV. Ann. of Math., 93, 119-138....
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Partial Differential Equations IX: Elliptic Boundary Value Problems

Youri Egorov, M.A. Shubin - 1996 - 296 sider
...Bombay, Oxford Univers. Press, Oxford, 175-186. Zbl. 136,346 Atiyah MF, Bott R., Patodi VK (1973): On the heat equation and the index theorem. Invent. Math. 19, 279-330. Zbl. 257.58008 Berard PH (1986): Spectral geometry: direct and inverse problems. Lect. Notes Math....
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Representations and Invariants of the Classical Groups

Roe Goodman, Nolan R. Wallach - 2000 - 708 sider
...symmetric spaces, J. Math. Osaka City Univ. 13, 1-34. ATIYAH, M., Вотт, R., and PATODI, VK [1973]. On the heat equation and the index theorem, Invent. Math. 19, 279-330. BENKART, G., BRITTEN, D., and LEMIRE, F. [1990]. Stability in Modules for Classical Lie Algebras -...
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Partial Differential Equations II: Elements of the Modern Theory. Equations ...

Yu.V. Egorov, A.I. Komech - 1999 - 276 sider
...in Mathematics 83, Boston, MA: Bikhauser 1988, Zbl.545.58001 Atiyah, M., Bott, R., Patodi, VK [1973] On the heat equation and the index theorem. Invent. Math. 19, 279-330. Errata ibid 2S(1975), 277-280, Zbl.257.58008; Zbl.301.58018 Babich, VM, Buldyrev, VS [1972] Asymptotic...
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Heat Kernels and Dirac Operators

Nicole Berline, Ezra Getzler, Michèle Vergne - 2003 - 384 sider
...map and equivariant cohomology. Topology, 23, 1-28 (1984). 8. Atiyah, MF, Bott, R. and Patodi, VK: On the heat equation and the index theorem. Invent. Math., 19, 279-330 (1973). Errata, 28, 277-280 (1975). 9. Atiyah, MF, Bott, R. and Shapiro, A.: Clifford modules. Topology, 3, Suppl....
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Noncommutative Geometry and Number Theory: Where Arithmetic meets Geometry ...

Caterina Consani, Matilde Marcolli - 2007 - 372 sider
...HPCRN-CT-1999-00118 and the NSF grant DMS 0074062. References [ABP] Atiyah, M., Bott, R., Patodi, V.: On the heat equation and the index theorem. Invent. Math. 19, 279-330 (1973). [APS] Atiyah, M., Patodi, V., Singer, I.: Spectral asymmetry and Riemannian geometry. III. Math. Proc....
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