[1] |
S. A. Chaplygin, A New Approximation Method for Integrating Differential Equations [in Russian], Gostekhizdat, Moscow-Leningrad (1950). |
[2] |
N. N. Luzin, ?On the Chaplygin method of approximate integration,? Trudy TsAGI,141, 3-30 (1932). |
[3] |
B. A. Bertgeim, ?On the speed of convergence of the approximations in Chaplygin’s method and in modifications of this method,? in: Nauchn. Trudy Permskogo Gornogo In-ta, No. 1 (1956), pp. 136-141. |
[4] |
N. S. Kurpel’, ?Modifications of the Chaplygin method of approximate integration of differential equations,? Dopov. Akad. Nauk URSR, Ser. A, No. 4, 303-306 (1969). |
[5] |
N. S. Kurpel’, ?Some generalizations and modifications of the Chaplygin method,? in: Approximate and Qualitative Methods in the Theory of Differential and Integral Equations, Izd. Instituta Matematiki Akad. Nauk UkrSSR, Kiev (1971), pp. 51-72. |
[6] |
A. M. Il’-in, A. S. Kalashnikov, and O. A. Oleinik, ?Second-order linear equations of parabolic type,? Ukrainsk. Matem. Zh.,17, No. 3(105), 4-146 (1962). |
[7] |
P. K. Zeragiya, ?Solution of a fundamental boundary-value problem for a class of nonlinear parabolic differential equations by the Chaplygin method,? in: Trudy Tbilisskogo Un-ta, A6-7(149-150) (1973), pp. 17-27. |
[8] |
É. Ya. Sentebova and M. V. Tolstopyatova, ?The Newton-Kantorovich method for the heat-production equation with a retarded argument,? in: Trudy Moskovskogo In-ta Khimocheskogo Mashinostroeniya, Vol. 39 (1972), pp. 41-43. |