Semi-Supervised-Learning-Using-Gaussian-Fields-and-Harmonic-Functions_notes

MATLAB：MATLAB教程和MATLAB代码

Page 1 of 16 Network Functions Virtualisation An Introduction, Benefits, Enablers, Challenges & Call for Action OBJECTIVES This is a non-proprietary white paper authored by network operators. The key objective for this white paper is to outline the benefits, enablers and challenges for Network Functions Virtualisation (as distinct from Cloud/SDN) and the rationale for encouraging an international collaboration to accelerate development and deployment of interoperable solutions based on high volume industry standard servers.

Power Query M Functions中文帮助 ,经过翻译的Power Query M Functions中文帮助 ,很详细

polyBox：V2.1 版本 2013 年 7 月 介绍------------ 该工具箱扩展了 MATLAB 中实现的多项式的功能。 提供以下功能： polyadd：具有协方差传播的多项式加法。 polymult：多项式乘法与协方差传播 polyfitcov：扩展 ​​polyfit 以返回系数的协方差。 polytrans：将移位多项式系数转换为未移位系数。 polyvander：生成一个 vandermonde 矩阵，如 polyfit 和 polyval 中使用的那样，如果需要，包括移位和缩放。 该函数在许多其他脚本中用于扩展 MATLAB 在多项式方面的功能。 polydiffcfs：生成对多项式的系数进行微分的矩阵 M。 此函数在内部用于生成约束多项式。 聚约束：生成一组受约束的多项式，即一组满足 D^(n) Y(a) = b 形式的一组通用约束的多项式。 这种

这些函数计算Weber方程（抛物柱面方程）的解的偶数/奇数Weber抛物柱面函数： d^2y/dz^2+(z^2/4-a)y=0 有关韦伯函数的更多信息： Miguel A. Bandres 和 BM Rodriguez-Lara，“非衍射加速波：韦伯波和抛物线动量”新物理学杂志, 15(013054) (2013) ( http://goo.gl/XfaVqq ) Miguel A. Bandres、JC Gutiérrez-Vega 和 S. Chávez-Cerda，“抛物线非衍射光波场” 光学快报, 29(1), 44-46 (2004) ( http://goo.gl/KhmqQY ) 作者： Miguel A. Bandres ( www.mabandres.com )

This book developed out of a set of lecture notes which I began preparing in the fall of 1970 for a course on spline functions at the University of Texas at Austin. The material, which I have been reworking ever since~ was expanded and revised several times for later courses at the Mathematics Research Center in Madison, the University of Munich, the University of Texas, and the Free University of Berlin. It was my original intent to cover both the theory and applications of spline functions in a single monograph, but the amount of interesting and useful material is so large that I found it impossible to give all of it a complete and comprehensive treatment in one volume.

This handbook results from a 10-year project conducted by the National Institute of Standards and Technology with an international group of expert authors and validators. Printed in full color, it is destined to replace its predecessor, the classic but long-outdated Handbook of Mathematical Functions, edited by Abramowitz and Stegun. Included with every copy is a CD with a searchable PDF of each chapter.

针对各大科研机构，研究生，博士、教师等科研工作者用于推导公式，发高级别论文所用！ 【全新彩印】有封面，有目录，完整性好

Herbert S. WilfDepartment of MathematicsUniversity of PennsylvaniaPhiladelphia, Pennsylvania