Extending the previous work on the corresponding inverse Dirich-let problem, we present a factorization method for the solution of an inverse Neumann boundary value problem for harmonic vector fields.
A sequence of interpolation series is given which generalizes Whittaker's cardinal function to the case of Hermite interpolation. By integrating the interpolation series, a sequence of new quadrature formulae for /" " f(x) dx is obtained. Derivative-free remainders are stated for these interpolation and quadrature formulae. Given a function / : R —> C and a… (More)
With great excitement, I welcome you to travel the path down our state's latest comprehensive trails plan. Not since our state park system was created has the state undertaken an outdoor initiative of this potential scope. This initiative will soon begin uniting our state's disconnected routes and place every Hoosier within 15 minutes of a trail. The whole… (More)