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Communications of the Moscow mathematical society: Optimality conditions for quasi-linear differential equations with non-local boundary conditions

机译:莫斯科数学学会的交流:具有非局部边界条件的拟线性微分方程的最优条件

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摘要

(A4) the function f(z,w, q, u) is continuous with respect to w, q, u and has continuous partial derivatives f′_w and f′_q which are continuous with respect to the same arguments as f, and the function F is continuous with respect to w1, w2, u1, u2, continuously differentiable with respect to w1, w2, and belongs to the space L_p(G) with p > 2;
机译:(A4)函数f(z,w,q,u)关于w,q,u是连续的,并且具有连续的偏导数f'_w和f'_q,它们相对于与f相同的自变量是连续的,并且函数F相对于w1,w2,u1,u2是连续的,相对于w1,w2是可连续微分的,并且属于具有p> 2的空间L_p(G);

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