Random fields as solutions of the inhomogeneous quaternionic Cauchy-Riemann equation. I. Invariance and analytic continuation

Author:

Albeverio S.,Iwata K.,Kolsrud T.

Publisher

Springer Science and Business Media LLC

Subject

Mathematical Physics,Statistical and Nonlinear Physics

Reference40 articles.

1. Albeverio, S.: Some new developments concerning Dirichlet Forms, Markov fields and quantum fields, pp. 250–259. In: Proc. IX IAMP Congress on Math. Physics, Swansea 1988. Simon, B., Truman, A., Davies, I.M., Hilger, A., Bristol (eds.) (1989)

2. Albeverio, S., Blanchard, P., Combe, P., Høegh-Krohn, R., Sirugue, M.: Local relativistic invariant flows for quantum fields. commun. Math. Phys.90, 329–351 (1983)

3. Albeverio, S., Høegh-Krohn, R.: Diffusion fields, quantum fields, and fields with values in groups, pp. 1–98. Pinsky, M. (ed.). Stochastic Analysis and Applications. New York: M. Dekker 1984

4. Albeverio, S., Høegh-Krohn, R.: Euclidean Markov fields and relativistic quantum fields from stochastic partial differential equations in four dimensions. Phys. Lett. B177, 175–179 (1986)

5. Albeverio, S., Høegh-Krohn, R.: Quaternionic non-abelian relativistic quantum fields in four space-time dimensions. Phys. Lett.B 189, 329–336 (1987)

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