q-analogue of a system of equations from geometry

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  • $q$-analogue of a system of equations from geometry (Microlocal analysis and asymptotic analysis)

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R.Bielawski [1] studied some systems of partial-differential equations and gave the unique existence theorem of holomorphic solutions. In this paper we investigate that a system of qdifference-differential equations under some conditions which Yamazawa have given in [3]. Our purpose in this paper is to obtain the same results in [3]. We show for a general equations an existence of holomorphic solutions and for an example case we consider an existence of singular solutions.

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