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- W3149809745 abstract "我们与不连续的领先的系数在分叉形式上建立椭圆形的方程的一个非线性的放射类型边界价值问题的弱答案的存在。量的估计在真实应用上起一个关键作用。我们的目的是在量的估计的深奥常数的明确的表情的推导，所谓的绝对或通用的界限。领先的系数上并且在空间领域的尺寸上的依赖是精确的。这个工作不象我们可能期望一样证明那些常数的表情是漂亮的。" @default.
- W3149809745 created "2021-04-13" @default.
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- W3149809745 date "2015-01-01" @default.
- W3149809745 modified "2023-09-24" @default.
- W3149809745 title "Explicit Estimates for Solutions of Nonlinear Radiation-type Problems" @default.
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