Now showing items 1-6 of 6

    • Quantum Schubert polynomials for the G2 flag manifold 

      Elliott, Rachel; Lewers, Mark E.; Mihalcea, Leonardo C. (2016)
      We study some combinatorial objects related to the flag manifold X of Lie type G2. Using the moment graph of X we calculate all the curve neighborhoods for Schubert classes. We use this calculation ...
    • Resolvent integration techniques for generalized transport equations 

      Bowden, Robert L.; Greenberg, W.; Zweifel, P. F. (AIP Publishing, 1979-06)
      A generalized class of ’’transport type’’ equations is studied, including most of the known exactly solvable models; in particular, the transport operator K is a scalar type spectral operator. A spectral resolution for K ...
    • The Riemann-Hilbert problem for nonsymmetric systems 

      Greenberg, W.; Zweifel, P. F.; Paverifontana, S. (AIP Publishing, 1991-12)
      A comparison of the Riemann-Hilbert problem and the Wiener-Hopf factorization problem arising in the solution of half-space singular integral equations is presented. Emphasis is on the factorization of functions lacking ...
    • Transverse plasma oscillations 

      Arthur, M. D.; Greenberg, W.; Zweifel, P. F. (AIP Publishing, 1979)
      An operator theoretic approach is used to solve the linearized Vlasov–Maxwell equations for transverse plasma oscillations. In particular, the special cases of simple and second‐order real zeros of the plasma dispersion ...
    • Uniqueness of solutions to the linearized Boltzmann equation 

      Garbanati, L. F.; Greenberg, W.; Zweifel, P. F. (AIP Publishing, 1978-01)
      Uniqueness theorems are proved for the linearized Boltzmann equation for both the ’’exterior’’ and ’’interior’’ problems under generalized Maxwellboundary conditions. The solution space is a weighted L p space, and agrees ...
    • Vlasov theory of plasma oscillations: linear-approximation 

      Arthur, M. D.; Greenberg, W.; Zweifel, P. F. (AIP Publishing, 1977)
      A functional analytic approach to the linearized collisionless Vlasov equation is presented utilizing a resolvent integration technique on the resolvent of the transport operator evaluated at a particular point. Formulae ...