Zichun Zhong, in Spectral Geometry of Shapes, 2020 5.3.1 Linear interpolation Assume that the eigenvalues of N vary linearly toward those of M. This linear interpolation is represented as (5.10)λi(t)=(1−t)λNi+tλMi,t∈[0,1]. At the beginning, t=0, and λi(0) starts as λ...
6.2 Spectral-spatial information based approach One of the main limitation of using spectral information based approach is its non inclusion of spatial information, which makes it insensitive to the shape of object. The objects that differ in shape but not in material would be hard to detect usin...
This report presents the conceptual design of a new European research infrastructure EuPRAXIA. The concept has been established over the last four years in a unique collaboration of 41 laboratories within a Horizon 2020 design study funded by the European Union. EuPRAXIA is the first European project...
This volume offers a systematic treatment of certain basic parts of algebraic geometry, presented from the analytic and algebraic points of view. The notes focus on comparison theorems between the algebraic, analytic, and continuous categories. Contents
number of training samples is limited in most of the hyperspec-tral applications.Meanwhile, the high dimensionality of hyper-spectral data leads to a big increase in the computational time,and the highly correlated bands contain a degree of redundancy which may have a negative impact on classi,cat...
M. Agranovsky, Integral geometry and spectral analysis, In "Topics in mathematical anal- ysis", World Scientific Publishing Co, (281-320) 2008.P. Lindqvist; A nonlinear eigenvalue problem, in Topics in mathematical analysis, P. Ciatti, E. Gonzalez, M. Lanza de Cristoforis and G. P. ...
(mean curvature flow, bifurcation theory, a nonlinear eigenvalue problem, nonlinear elliptic equations with critical and supercritical Sobolev exponents, eigenvalue analysis of elliptical operators and the theory of nonlinear semigroups), and harmonic analysis (integral geometry and spectral analysis, ...
These are the proceedings of the NSF-CBMS Conference on "Spectral Problems in Geometry and Arithmetic" held at the University of Iowa. The principal speake... E Thomas Branson - American Mathematical Society, 被引量: 34发表: 0年 Scattering by two-dimensional circular barrier, hard circle...
widths. However, the ISB absorption band presents a Gaussian spectral profile with a FWHM comparable or larger than that measured in polar MQWs. This points to inhomogeneous broadening due to structural inhomogeneities, probably related to the stacking faults and dislocations observed in these strongly...