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- [1] Poisson-Hermite representation of solutions for the equation partial derivative2/partial derivativet2u(x,t)+Δxu(x,t)-2x•delxu(x,t)=0 APPROXIMATION, OPTIMIZATION AND MATHEMATICAL ECONOMICS, 2001, : 109 - 115
- [2] On Equations of the Form Δu - partial derivativeu/partial derivativet = f (x, t, u, Du) AZERBAIJAN JOURNAL OF MATHEMATICS, 2023, 13 (02): : 137 - 158
- [4] EXACT RESULTS FOR THE NONLINEAR DIFFUSION-EQUATIONS PARTIAL-DIFFERENTIAL-EQUATION-U/PARTIAL-DIFFERENTIAL-EQUATION-T = PARTIAL-DIFFERENTIAL-EQUATION/PARTIAL-DIFFERENTIAL-EQUATION-X(U-4/3 PARTIAL-DIFFERENTIAL-EQUATION-U/PARTIAL-DIFFERENTIAL-EQUATION-X) AND PARTIAL-DIFFERENTIAL-EQUATION-U/PARTIAL DIFFERENTIAL-EQUATION-T = PARTIAL-DIFFERENTIAL-EQUATION/PARTIAL-DIFFERENTIAL-EQUATION-X(U-2/3 PARTIAL-DIFFERENTIAL-EQUATION-U/PARTIAL-DIFFERENTIAL-EQUATION-X) JOURNAL OF PHYSICS A-MATHEMATICAL AND GENERAL, 1991, 24 (24): : 5721 - 5745
- [6] A problem relating to the equation of partial derivatives (partial derivative(2)/partial derivative x(2) + partial derivative(2)/partial derivative y(2))(n) u = n f(x,y). COMPTES RENDUS HEBDOMADAIRES DES SEANCES DE L ACADEMIE DES SCIENCES, 1928, 187 : 1101 - 1102