Propagation of holomorphic extendability of CR functions

Nicholas Hanges; Fran�ois Treves

doi:10.1007/bf01456878

journal article Jun 01, 1983

Propagation of holomorphic extendability of CR functions

Nicholas Hanges Fran�ois Treves

Mathematische Annalen Vol. 263 No. 2 pp. 157-177 · Springer Science and Business Media LLC

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References

7

[1]

Baouendi, M.S., Chang, C.H., Treves, F.: Microlocal hypo-analyticity and extension of CR functions. J. Differential Geometry (1983) (to appear) 10.4310/jdg/1214437782

[2]

Baouendi, M.S., Treves, F.: A microlocal version of Bochner's tube theorem. Ind. J. Math.31, 887?895 (1982)

[3]

Hanges, N., Sjostrand, J.: Propagation of analyticity for a class of non-micro-characteristic operators. Ann. Math.116, 559?577 (1982) 10.2307/2007023

[4]

Jacobowitz, H., Treves, F.: Nonrealizable CR structures. Invent. Math.66, 231?249 (1982) 10.1007/bf01389393

[5]

Newlander, A., Nirenberg, L.: Complex analytic coordinates in almost complex manifolds. Ann. Math.65, 391?404 (1957) 10.2307/1970051

[6]

Nirenberg, L.: On a question of Hans Lewy. Russ. Math. Surv.29, 251?262 (1974) 10.1070/rm1974v029n02abeh003856

[7]

Treves, F.: Approximation and representation of functions and distributions annihilated by a system of complex vector fields. Ec. Polytechnique Centre Math. publications Mai 1981

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Published: Jun 01, 1983
Vol/Issue: 263(2)
Pages: 157-177
License: View

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Cite This Article

Nicholas Hanges, Fran�ois Treves (1983). Propagation of holomorphic extendability of CR functions. Mathematische Annalen, 263(2), 157-177. https://doi.org/10.1007/bf01456878

Propagation of holomorphic extendability of CR functions

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