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- Title
Fermat型偏微差分方程解的存在性及形式.
- Authors
汪 楠; 徐洪焱; 刘 林
- Abstract
In this paper, it is the multivariate Nevanlinna value distribution theory and difference simulation results, the properties of solutions to two types of generalized Fermat-type partial differential-difference equations are discussed. The existence condition of the solution of the finite-order transcendental integral function of the equation containing one, two partial differentials and differences and the form of the solution are obtained, and an example is given to illustrate the solution the accuracy oft the proposed method.
- Subjects
VALUE distribution theory; DIFFERENTIAL forms; TRANSCENDENTAL functions; INTEGRAL functions; DIFFERENTIAL-difference equations; INTEGRAL equations
- Publication
Journal of Nanchang University (Natural Science), 2021, Vol 45, Issue 5, p432
- ISSN
1006-0464
- Publication type
Article