Solutions to Quiz 1 (April 17, 2008) 1. P, Q, R (P Q) R (P R) (Q R). P Q R (P Q) R (P R) (Q R) X T T T T T T T T T T T T T T T F T T F T T T F F T F F

In this paper we analyze some problems related to quadratic transformations in the variable of a given system of monic orthogonal polynomials (MOPS).. The first problem to be

By using the Fourier transform, Green’s function and the weighted energy method, the authors in [24, 25] showed the global stability of critical traveling waves, which depends on

We include applications to elliptic operators with Dirichlet, Neumann or Robin type boundary conditions on L p -spaces and on the space of continuous

Abstract: The existence and uniqueness of local and global solutions for the Kirchhoff–Carrier nonlinear model for the vibrations of elastic strings in noncylindrical domains

This subpath does not change the bounce statistic (since it ends in a north step), but the area increases by the number of cells beneath the subpath in its rectangle.. The

In [13], some topological properties of solutions set for (FOSPD) problem in the convex case are established, and in [15], the compactness of the solutions set is obtained in

In this section we consider the submodular flow problem, the independent flow problem and the polymatroidal flow problem, which we call neoflow problems.. We discuss the equivalence

1 One of the simplest multiplicative formulas we prove is the one below that expresses a Macdonald character of two variables in terms of those of one variable; the general formula