منابع مشابه
Cornelia Isabella Bargmann (1961- )
Cornelia Isabella Bargmann studied the relationship between genes [4], neural circuits, and behavior in the roundworm Caenorhabditis elegans [5] (C. elegans) during the twentieth and twenty-first centuries in the US. Bargmann?s research focused on how the sense of smell (olfaction) in the nematode word Caenorhabditis elegans [6]. She provided a model to study how neural circuits develop and fun...
متن کاملGeneralized Algebraic Bargmann–darboux Transformations
Algebraic Bargmann and Darboux transformations for equations of a more general form than the Schrödinger ones with an additional functional dependence h(r) in the righthand side of equations are constructed. The suggested generalized transformations turn into the Bargmann and Darboux transformations for both fixed and variable values of energy and an angular momentum.
متن کاملGeneralizations of the Bargmann Transform
We present a new way of obtaining the Bargmann transform between L 2 (R n) and the Fock space F = F(C n) via a simple restriction principle applied to holo-morphic functions. This same principle also recovers the transform between functions on a compact Lie group and holomorphic functions on its complexii-cation studied by Gross, Hall, Hijab et al., see 1] and 2], and it gives in a similar way ...
متن کاملBargmann Potentials and Marchenko Transformations
The Marchenko phase-equivalent transformation of the Schrödinger equation for two coupled channels is discussed. The combination of the Marchenko transformations valid in the Bargmann potentials case is suggested. Introduction Let the scattering data meets the necessary and sufficient conditions (see, e.g. [1]) for the Marchenko equation Kαβ(r, r ) +Qαβ(r, r ) + ∞ ∫ r Kα γ(r, t)Qγ β(t, r )dt = ...
متن کاملBinary Bargmann Symmetry Constraints of Soliton Equations
Binary Bargmann symmetry constraints are applied to decompose soliton equations into finite-dimensional Liouville integrable Hamiltonian systems, generated from so-called constrained flows. The resulting constraints on the potentials of soliton equations give rise to involutive solutions to soliton equations, and thus the integrability by quadratures are shown for soliton equations by the const...
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ژورنال
عنوان ژورنال: Physics Today
سال: 1991
ISSN: 0031-9228,1945-0699
DOI: 10.1063/1.2810334