Local Regularity and Local Boundedness Results for Very Weak Solutions of Obstacle Problems

Gao Hongya; Qiao Jinjing; Chu Yuming

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Local Regularity and Local Boundedness Results for Very Weak Solutions of Obstacle Problems

机译：障碍问题的非常弱解的局部正则性和局部有界性结果

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摘要

Local regularity and local boundedness results for very weak solutions of obstacle problems of the -harmonic equation are obtained by using the theory of Hodge decomposition, where .

机译：利用Hodge分解理论获得了-调和方程障碍问题的非常弱的解的局部正则性和局部有界性结果。

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《Journal of inequalities and applications 》 |2010年第1期| 共12页
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Gao Hongya; Qiao Jinjing; Chu Yuming;
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2. Local boundedness of local weak solutions for doubly degenerate parabolic systems with singular weights [J] . Wang Y., Niu P., Cui X. Applied mathematics letters . 2012 ,第11期

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3. Existence, uniqueness and regularity of solutions to systems of nonlocal obstacle problems related to optimal switching [J] . Lundstrom Niklas L. P., Olofsson Marcus, Onskog Thomas Journal of Mathematical Analysis and Applications . 2019 ,第1期

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4. LOCAL BOUNDEDNESS AND LOCAL REGULARITY RESULTS IN DOUBLE OBSTACLE PROBLEMS [C] . YU-XIA TONG, JIAN-TAO GU, XIU-LI HOU Boundary value problems, Integral equations and related problems. . 2010

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5. Partial regularity of weak solutions of quasilinear elliptic systems and weak Harnack inequalities. [D] . Borovikova, Marina. 2004

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6. Crossover between Weak Antilocalization and Weak Localization of Bulk States in Ultrathin Bi2Se3 Films [O] . Huichao Wang, Haiwen Liu, Cui-Zu Chang, -1

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7. Local Regularity and Local Boundedness Results for Very Weak Solutions of Obstacle Problems [O] . Gao Hongya, Qiao Jinjing, Chu Yuming 2010

机译：障碍问题的非常弱解的局部正则性和局部有界性结果
8. C(1 + Alpha) Local Regularity of Weak Solutions of Degenerate Elliptic Equations [R] . DiBenedetto, E. 1982

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Local Regularity and Local Boundedness Results for Very Weak Solutions of Obstacle Problems

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