Cancer Epidemiology, Biomarkers & Prevention and Cancer Prevention Research: Two Journals, a Common Goal. Timothy R. Rebbeck, Powel H. Brown, Ernest T. Hawk, Caryn Lerman, Electra D. Paskett, Thomas A. Sellers, and Scott M. Lippman for the CEBP Senior Editors and CaPR Deputy and Senior Editors .........................................................................................................

‘On a donc fait un hypothèse, et cette hypothèse a été appelée loi des erreurs. Elle ne s’obtient pas des déductions rigoreuses . . . “Tout le monde y croit cependent,” me disait un jour M Lippman, “car les expérimenteurs s’imaginent que c’est un théorems de mathématiques, et les mathématiciens que c’est un fait expérimental”, H Poincaré, Calcul des Probabilités, Paris: Gauthier-Villars 1896 an...

‘On a donc fait un hypothèse, et cette hypothèse a été appelée loi des erreurs. Elle ne s’obtient pas des déductions rigoreuses . . . “Tout le monde y croit cependent,” me disait un jour M Lippman, “car les expérimenteurs s’imaginent que c’est un théorems de mathématiques, et les mathématiciens que c’est un fait expérimental”, H Poincaré, Calcul des Probabilités, Paris: Gauthier-Villars 1896 an...

Nonlinearity arising from mutual interactions is one of the two main difficulties to be addressed in inverse scattering. In this paper, we review and describe under a common rationale some approaches which have been introduced literature order counteract nonlinearity. particular, focus on possible rewritings Lippman Schwinger basic equation such reduce degree nonlinearity scattering problem. de...

Affi liations of authors: Yale University School of Medicine and Yale Cancer Center, Department of Epidemiology and Public Health, New Haven, CT (STM); Departments of Clinical Cancer Prevention and Thoracic/Head and Neck Medical Oncology, The University of Texas M. D. Anderson Cancer Center, Houston, TX (SML). Correspondence to: Scott M. Lippman, MD, Department of Clinical Cancer Prevention — U...

We consider the problem of scattering in a planar optical waveguide. An incident wave, in the form of a guided mode, is sent along the wave-guide. It encounters an inhomogeneity in the core region of the waveguide, and is scattered. We use the Green's function for the planar waveguide to derive a Lippman-Schwinger equation. We show that the integral equation admits a unique solution. The scatte...

Following the publication of this article, Dr. Marc Lippman from the University of Miami Miller School of Medicine raised concerns that the article was based on work completed in his laboratory and which had been employed by the authors without his knowledge or permission. Dr. Lippman’s concerns were evaluated by a review panel at Morehouse School of Medicine which concluded that there was subs...

In this paper we introduce K matrix for three-body scattering and develop the K-matrix formalism corresponding to Faddeev's T-matrix formalism.l) In a previous paper ) (which is referred to, hereinafter, as A), brief but extensive explanations have been given for Faddeev's T-matrix formalism. The K-matrix formalism will be described in parallel with it. The symbols in A are also used here witho...

Next to leading order effective field theory calculations are performed for S0 NN scattering using subtractive renormalization procedure. One pion exchange and contact interaction potentials are iterated using Lippman-Schwinger equation. Satisfactory fit to the Nijmegen data is obtained for the momenta up to 300 MeV in the centre of mass frame. Phase shifts are also compared with the results of...