Nonlinear problems with asymmetric principal part
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2012
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Abstract
The boundary value problem is considered provided that f : [0, +∞) → [0, +∞) is Lipschitzian and is continuous and Lipschitzian in xand x′. We assume that f is bounded by two linear functions kx and lx, where k > l > 0, and h is bounded. We find the conditions on (λ, µ) which guarantee the existence of a solution to the problem. These conditions are of geometrical nature.
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gritsans2012nonlinearmathematical
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| Authors | Gritsans, Armands;Sadyrbaev, Felix; |
| Journal | mathematical modelling and analysis |
| Year | 2012 |
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