机译:非线性边界条件对流扩散积分变换解中的非线性特征值问题
Department of Mechanical Engineering and Nanoengineering, Cicade Universitaria - POLI/COPPE/UFRJ, Rio de Janeiro, Brazil National Commission of Nuclear Energy (CNEN) Ministry of Science, Technology and Innovation (MCTI), Brasilia, Brazil;
Department of Mechanical Engineering and Nanoengineering, Cicade Universitaria - POLI/COPPE/UFRJ, Rio de Janeiro, Brazil;
Department of Mechanical Engineering and Energy, Universidade do Estado do Rio de Janeiro, Instituto Politecnico (IPRJ/UERJ), Nova Friburgo/RJ, Brazil;
Diffusion; Hybrid methods; Integral transforms; Eigenvalue problem; Nonlinear boundary conditions; Nonlinear problems;
机译:Stieltjes积分边界条件下依赖导数的二阶问题的正解
机译:斯蒂埃特省积分边界条件下非线性衍生物依赖性的二阶问题的正解
机译:具有非线性积分边值条件的两类时滞非线性分式FDE的三正解。
机译:多维非线性对流扩散问题混合解的统一积分变换方法
机译:具有运输边界条件的完全非线性椭圆局部微分方程的特征值问题
机译:具有非线性边界条件的p-Kirchhoff问题的多个解的存在性
机译:具有非线性积分边值条件的两类时滞非线性分式FDE的三正解。
机译:非线性特征值探针的多重网格技术:二维和三维非线性特格林格特征值问题的解