Topological field theories associated with three-dimensional Seiberg-Witten monopoles

International Journal of Theoretical Physics

Volumn 37, Issue 3, 1998, Pages 925-955

  Ohta, Yuji ^a,b  

^a HIROSHIMA UNIVERSITY   (Japan)

^b KYOTO UNIVERSITY   (Japan)

Author keywords

[No Author keywords available]

Indexed keywords

EID: 0032336589     PISSN: 00207748     EISSN: None     Source Type: Journal    
DOI: 10.1023/A:1026689017968     Document Type: Article

References (59)

1. Ader, J. P., and Grieres, F. (1990). Zeitschrift für Physik C, 46, 285.
2. Ader, J. P., Grieres, F., and Wallet, J. C. (1989). Physics Letters B, 226, 302.
3. Akbulut, S. (1995). Lectures on Seiberg-Witten invariants [alg-geom/9510012].
4. Atiyah, M. F., and Jeffrey, L. (1990). Journal of Geometry and Physics, 7, 119.
5. Batalin, I. A., and Vilkovisky, G. A. (1981). Physics Letters B, 102, 27.
6. Batalin, I. A., and Vilkovisky, G. A. (1983). Physical Review D, 28, 2567.
7. Batalin, I. A., and Vilkovisk, G. (1985). Journal of Mathematical Physics, 26, 172.
8. Baulieu, L., and Grossman, B. (1988). Physics Letters B, 214, 223.
9. Baulieu, L., and Singer, I. M. (1988). Nuclear Physics B (Proceedings Supplement) B, 5, 12.
10. Birmingham, , Rakowski, M., and Thompson, G. (1989). Nuclear Physics B, 315, 577.
11. Birmingham, D., Blau, M., Rakowski, M., and Thompson, G. (1991). Physics Reports, 209, 129.
12. Blau, M. (1993). Journal of Geometry and Physics, 11, 95.
13. Bradlow, S. B., and Garcia-Prada, O. (1996). Non-abelian monopoles and vortices [alg-geom/9602010].
14. Brooks, R., Montano, D., and Sonnenschein, J. (1988). Physics Letters B, 214, 91.
15. Carey, A. L., Wang, B. L., Zhang, R. B., and McCarthy, J. (1997). Letters in Mathematical Physics, 39, 213.
16. Chapline, G., and Grossman, B. (1989). Physics Letters B, 223, 336.
17. Corrigan, E., and Goddard, P. (1981). Communications in Mathematical Physics, 80, 575.
18. Deser, D., Jackiw, R., and Templeton, S. (1982). Annals of Physics, 140, 372.
19. Di Vecchia, P. (1996). Duality in supersymmetric gauge theories [hep-th/9608090].
20. Donaldson, S. K. (1983). Journal of Differential Geometry, 18, 279.
21. Donaldson, S. K. (1996). Bulletin (New Series) of the American Mathematical Society, 33(1), 45.
22. Freund, P. (1995). Journal of Mathematical Physics, 36, 2673.
23. Gianvittorio, R., Martin, I., and Restuccia, A. (1996). Classical and Quantum Gravity, 13, 2887.
24. Gianvittorio, R., Martin, I., and Restuccia, A. (1997). Letters in Mathematical Physics, 39, 51.
25. Gomis, J., Paris, J., and Samuel, S. (1995). Physics Reports, 259, 1.
26. Hitchin, N. J. (1987). Proceedings of the London Mathematical Society, 55, 59.
27. Hodges, P. J., and Mohammedi, N. (1996). Physics Letters B, 388, 761.
28. Hyun, S., Park, J., and Park, J.-S. (1995a). Nuclear Physics B, 453, 199.
29. Hyun, S., Park, J., and Park, J.-S. (1995b). N = 2 supersymmetric QCD and four manifolds; (I) the Donaldson and the Seiberg-Witten invariants [hep-th/9508162].
30. Intriligator, K., and Seiberg, N. (1996) Nuclear Physics Proceedings Supplement, 45 BC, 1.
31. Kronheimer, P. B., and Mrowka, T. S. (1994). Mathematical Research Letters, 1, 797.
32. Labastida, J. M. F. (1995). Topological quantum field theory: A progress report [hep-th/ 9511037].
33. Labastida, J, M. F., and Mariño, M. (1995a). Physics Letters B, 351, 146.
34. Labastida, J. M. F., and Mariño, M. (1995b). Nuclear Physics B, 448, 373.
35. Labastida, J. M. F., and Mariño, M. (1995c). Nuclear Physics B, 456, 633.
36. Labastida, J. M. F., and Pernici, M. (1988). Physics Letters B, 212, 56.
37. Martin, I., and Restuccia, A. (1997). Letters in Mathematical Physics, 39, 379.
38. Mason, L. J., and Sparling, G. A. J. (1992). Journal of Geometry and Physics, 8, 243.
39. Mathai, V., and Quillen, D. (1986). Topology, 25, 85.
40. Nair, V. P., and Schiff, J. (1989). Physics Letters B, 233, 343.
41. Nergiz, S., and Saçliog̃lu, C. (1996). Journal of Mathematical Physics, 37, 3753.
42. Ohta, Y. (n.d.). Topological gauge theory associated with Vafa-Witten theory, in preparation.
43. Olsen, K. (1996). Modern Physics Letters A, 11, 1777.
44. Penrose, R., and MacCallum, M. A. H. (1972). Physics Reports, 6, 241.
45. Schaposnik, F., and Thompson, G. (1989). Physics Letters B, 244, 379.
46. Schwarz, A. S. (1978). Letters in Mathematical Physics, 2, 247.
47. Seiberg, N., and Witten, E. (1994a). Nuclear Physics B, 426, 19.
48. Seiberg, N., and Witten, E. (1994b). Nuclear Physics B, 431, 484.
49. Strachan, I. A. B. (1993). Journal of Mathematical Physics, 34, 243.
50. Taubes, C. H. (1994). Mathematical Research Letters, 1, 809.
51. Thompson, G. (1993). 1992 Trieste lectures on topological gauge theory and Yang-Mills theory [hep-th/9305120].
52. Thompson, G. (1995). New results in topological field theory and Abelian gauge theory [hep-th/9511038].
53. Vafa, C., and Witten, E. (1994). Nuclear Physics B, 431, 3.
54. Volovich, I. V. (1983). Physics Letters B, 129, 429.
55. Ward, R. S. (1981). Communications in Mathematical Physics, 80, 563.
56. Witten, E. (1988). Comunications in Mathematical Physics, 117, 353.
57. Witten, E. (1994a). Mathematical Research Letters, 1, 769.
58. Witten, E. (1994b). Journal of Mathematical Physics, 35, 5101.
59. Witten, E. (1995). Selecta Mathematica, New Series, 1, 383.