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The Weighted Square Integral Inequalities for Smooth and Weak Subsolution of Fourth Order Laplace Equation
2018
Open Journal of Mathematical Sciences
Preserved Fulltext
In this work we develop the weighted square integral estimates for the second derivatives of weak subsolution of forth order Laplace equation. It is natural generalization of inequalities develop for the Superharmonic functions in [1]. Mathematics Subject Classification: 60J20, 65L20.
doi:10.30538/oms2018.0031
fatcat:zlrfpandi5bcpf5bgo6q4tfwrq