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Article information
1998 , Volume 3, ¹ 3, p.15-18
Grigoryev Y.M., Naumov V.V.
Converse of the theorem of the mean for Helmholtz equation
On the basis of a new proof of the theorem of the mean its converse is proved for the Helmholtz equation.
[full text] Classificator Msc2000:- *35B05 General behavior of solutions of PDE (comparison theorems; oscillation, zeros and growth of solutions; mean value theorems)
- 35C15 Integral representations of solutions of PDE
- 35J05 Laplace equation, reduced wave equation (Helmholtz), Poisson equation
- 65C05 Monte Carlo methods
Classificator Computer Science:- *G.3 Probability and Statistics
- I.6.8 Types of Simulation
Keywords: parabolic integro-differential splines, interpolation, smoothing
Author(s):
Grigoryev Yurii Mikhailovich
Address: 630090, Russia, Novosibirsk
Phone Office: (3832) 333178
E-mail: grigyum@hydro.nsc.ru
Naumov V.V.
Address: Russia, Yakutsk, Novosibirsk
Bibliography link:
Grigoryev Y.M., Naumov V.V. Converse of the theorem of the mean for Helmholtz equation // Computational technologies. 1998. V. 3. ¹ 3. P. 15-18
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