2010, № 4

1. Klimov, V.S. One-dimensional boundary problems with two solutions. // Qualitative and approximating methods or research of operator equations. Issue 3. Yaroslavl, 1978. — P. 90-111.

2. Klimov, V.S., Pavlenko, A. N. Nontrivial solutions of boundary problems with powerful nonlinearities // Differential Equations, №12, 1997. V. 30. P. 1676-1682.

3. Pavlenko, A.N. Inverse functional inequalities and their applications. Thesis of candidate of physical-mathematical sciences: 01.01.02. — Voronezh: VSU, 1998. — 117 p.

4. Klimov, V.S., Pavlenko, A. N. Inverse functional inequalities for vector functions of scalar argument and their application to nonlinear elliptical boundary problems // Siberian mathematical magazine. №4, 2001. V. 42. P. 781-795.

5. Pavlenko, A.N. Inverse functional inequalities for vector functions of scalar argument and their application to nonlinear boundary problems // Vestnik of the Orenburg State University. October 2008. №10 (92). P. 128-134.

6. Functional analysis (Reference mathematical literature.) / edited by S. G. Kreyn. — Moscow: Nauka, 1972. — 544 p.

7. Krasnoselskiy, M.A. Positive linear systems: method of the positive operators / M. A. Krasnoselskiy, E. A., E. A. Lifshits, A.V. Sobolev. — Moscow: Nauka, 1985. — 256 p.

8. Krasnoselskiy, M.A. Geometric methods of the nonlinear analysis / M. A. Krasnoselskiy, P. P. Zabreyko. — Moscow: Nauka, 1975. — 510 p.

About this article