w q $ J ¶ q œ g q $ p w Mfi Ł ƒ ‘ o amp;#6

Suppose D is a linear system. On the other hand, by the definition of a system composed with a pencil, the general curve of such a system may have a singular point only at the

These provide many new examples of each of the following: generalized quadrangles (GQ) with order (q 2 , q) having subquadrangles of order (q, q ); ovals in PG(2, q); flocks of

In the q -th row these differentials compute the homology of the quotient W/Γ with coefficients in the system of groups H q (Γ τ ). In fact, we claim that the coefficients are

F igueiredo , Positive solution for a class of p&q-singular elliptic equation, Nonlinear Anal.. Real

Secondly, once we have established the solvability of SPDEs within the stochastic parabolic weighted Sobolev spaces H γ,q p,θ (O, T ) , we have to exploit the L q (L p ) –regularity

In Sections 8.1–8.3, we give some explicit formulas on the Jacobi functions, which are key to the proof of the Parseval–Plancherel-type formula of branching laws of

8.1 In § 8.1 ∼ § 8.3, we give some explicit formulas on the Jacobi functions, which are key to the proof of the Parseval-Plancherel type formula of branching laws of

Although the choice of the state spaces is free in principle, some restrictions appear in Riemann geometry: Because Einstein‘s field equations contain the second derivatives of the