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Now showing items 11-20 of 169

#### The Riemann-Hilbert problem for nonsymmetric systems

(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 ...

#### Oblique Corrections to the W Width

(American Physical Soc, 1994-02-01)

#### Inverse wave scattering with discontinuous wave speed

(AIP Publishing, 1995-06)

The inverse scattering problem on the line is studied for the generalized Schrödinger equation (d 2ψ/dx 2)+k 2 H(x)2ψ=Q(x)ψ, where H(x) is a positive, piecewise continuous function with positive limits H ± as x → ±∞. This ...

#### Wave scattering in one dimension with absorption

(AIP Publishing, 1998-04)

Wave scattering is analyzed in a one-dimensional nonconservative medium governed by the generalized Schrodinger equation d(2) psi/dx(2)+k(2) psi=[ikP(x)+Q(x)]psi, where P(x) and Q(x) are real, integrable potentials with ...

#### Linear stability analysis of salt fingers with surface evaporation or warming

(AIP Publishing, 1996-11)

Oceanic observations [Atmos. Ocean 29, 340 (1991)] have revealed small-scale thermohaline plumes near the surface of a calm sea under warming conditions. The stratification was favorable for the double-diffusive salt finger ...

#### Inverse scattering in 1-D nonhomogeneous media and recovery of the wave speed

(AIP Publishing, 1992-04)

The inverse scattering problem for the 1-D Schrodinger equation d2-psi/dx2 + k2-psi = k2P(x)psi + Q(x)psi is studied. This equation is equivalent to the 1-D wave equation with speed 1/ square-root 1 - P(x) in a nonhomogeneous ...

#### An analysis of nonoblique corrections to the Zb¯b vertex

(1994)

We present a model–independent analysis of the Zb¯b vertex, with the aim of constraining contributions of new physics to the left- and right–handed couplings of the b. We find that the left–handed coupling of the b is quite ...

#### Topologies between compact and uniform convergence on function spaces

(Hindawi, 1993-01-01)

This paper studies two topologies on the set of all continuous real-valued functionson a Tychonoff space which lie between the topologies of compact convergence and uniformconvergence.