Differential equations of stochastic processes which have derivative in quadratic mean

Karel Koštál

Displaying similar documents to “Differential equations of stochastic processes which have derivative in quadratic mean”

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On the existence of a weak solution of the boundary value problem for the equilibrium of a shallow shell reinforced with stiffening ribs

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The existence and the unicity of a weak solution of the boundary value problem for a shallow shell reinforced with stiffening ribs is proved by the direct variational method. The boundary value problem is solved in the space $W (Ω) \subset H_{0}^{1} (Ω) \times H_{0}^{1} (Ω) \times H_{0}^{2} (Ω)$ , on which the corresponding bilinear form is coercive. A finite element method for numerical solution is introduced. The approximate solutions converge to a weak solution in the space $Q (Ω)$ .

A Pfaffian-Hafnian analogue of Borchardt's identity.

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