(Guest Editors) Image Editing with Intelligent Paint (2009)
Intelligent Paint provides a new tool for interactively selecting image objects or regions of interest, while simultaneously applying filters or effects directly to the selection(s). By coupling...
(Guest Editors) Image Editing with Intelligent Paint (2008)
Intelligent Paint provides a new tool for interactively selecting image objects or regions of interest, while simultaneously applying filters or effects directly to the selection(s). By coupling...
Integrability for relativistic spin networks (2007)
Abstract. The evaluation of relativistic spin networks plays a fundamental role in the Barrett-Crane state sum model of Lorentzian quantum gravity in 4 dimensions. A relativistic spin network is a...
Update on the Soudan-2 nucleon decay experiment (1988)
Border, P, Courant, H, DasGupta, U, Feyma, D, Heller, K, Heppelmann, S, ...
In *Storrs 1988, Proceedings, 4th Meeting of the Division of Particles and Fields of the APS* 262-263.
PERFORMANCE OF THE SOUDAN-II HONEYCOMB DRIFT CHAMBERS (1987)
Ambats, I, Ayres, D, Barrett, W, Dawson, J, Fields, T, Goodman, M C, ...
INITIAL RESULTS FROM THE SOUDAN-II EXPERIMENT (1987)
Ambats, I, Ayres, D, Barrett, W, Dawson, J, Fields, T, Goodman, M C, ...
On Best Rational Approximations to Certain Functions Defined as Integrals (1974)
Rational approximations are constructed for certain real-valued functions of t ϵ[−k, k] denned in terms of the analytic function $$F\left(z\right)={\int }_{-1}^{1}\frac{\overline{\omega...
Complex analytic methods based on the theory of Walsh (1935) and on properties of orthonormal polynomials with general weight-function on [−1, 1] are applied to the construction of various rational...
An Extended Autocode for Pegasus (1963)
An account is given of a program written for a Pegasus computer which will accept instructions, written in a language based on Pegasus Autocode, but which may include general algebraic expressions. A...
Convergence Properties of Gaussian Quadrature Formulae (1961)
An expression is found for the remainder of any Gaussian quadrature formula as a contour integral, and is then used to obtain estimates of the error in certain cases. Numerical examples are given...