Keywords: 35J92; 46F30; 42B37; Nonlinear elliptic equation; Measure data; Variable exponent; Calderón-Zygmund type estimate; Reifenberg flat domain;
مقالات ISI (ترجمه نشده)
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در صورتی که به ترجمه آماده هر یک از مقالات زیر نیاز داشته باشید، می توانید سفارش دهید تا مترجمان با تجربه این مجموعه در اسرع وقت آن را برای شما ترجمه نمایند.
Riesz potential estimates for a class of double phase problems
Keywords: primary; 35J62; secondary; 46F30; Riesz potential estimate; Measure data problem; Gradient estimate; Anisotropic problem;
Sharp gradient estimates for quasilinear elliptic equations with p(x) growth on nonsmooth domains
Keywords: 35J92; 35B65; 35R05; 46F30; Variable exponent; Calderon-Zygmund theory; End-point estimate;
Generalized solutions in PDEs and the Burgers' equation
Keywords: 35D99; 30G06; 46F30; PDEs; Generalized solutions; Burgers' equation; Nonstandard analysis;
Tempered generalized functions and Hermite expansions
Keywords: 46F30; 60HHermite functions; Generalized function algebras; Fourier transform; Itô formula
Extension of Colombeau algebra to derivatives of arbitrary order Dα, α∈R+∪{0}. Application to ODEs and PDEs with entire and fractional derivatives
Keywords: 46F30; 26A33; 34G20; 35D05Extension of Colombeau algebra to derivatives of arbitrary order Dα, α∈R+∪{0}; Fractional derivatives; Applications to ODEs and PDEs; ODEs and PDEs driven by fractional derivatives of delta distribution
System of nonlinear Volterra’s integral equations with polar kernel and singularities
Keywords: 46F30; 45D05; 46F05System of nonlinear Volterra’s integral equations with polar kernel; Regularization with delta sequences; Existence-uniqueness theorems; Colombeau algebras
Generalized solutions to a semilinear wave equation
Keywords: 35D05; 35L70; 46F30; Semilinear wave equations; Generalized solutions; Algebras of generalized functions; Cutoff and regularization;
Differential equations with generalized coefficients
Keywords: 34A37; 34K45; 46F30; Algebra of new generalized functions; Differential equations with generalized coefficients; Functions of finite variation;