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Unitarity of singular integral operators on Riemann surfaces

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References

  1. Rodin Yu.L.: The Riemann Boundary Problem on Riemann Surfaces, D. Reidel Publ. Co., Dordrecht (1988)

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  2. Filimonova I.I.: Some properties of operators T and P on finite Riemann surfaces, Uchenie Zapiski Permskogo Universiteta,22, No. 2 (1962) 65–82 (Russian)

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  3. Abdulaeva I.I.: About the unitarity of one singular operator on a closed Riemann surface, Trudi Tbilissskogo Mathematicheskogo Instituta63, (1978), 11–19 (Russian)

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  4. Zakharov V.E., Manakov S.V., Novikov S.P., Pitaevsky L.P.: Soliton Theory. The Inverse Problem Method Plenum Press NY (1984)

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  1. Dept. of Mathematics, Wayne State University, 48202, Detroi, MI, USA

    Yury L. Rodin

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  1. Yury L. Rodin
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Rodin, Y.L. Unitarity of singular integral operators on Riemann surfaces. Integr equ oper theory 19, 364–371 (1994). https://doi.org/10.1007/BF01203672

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