• Sostools

  • Referenced in 253 articles [sw00891]
  • MATLAB toolbox for formulating and solving sums of squares (SOS) optimization programs. SOSTOOLS ... used to specify and solve sum of squares polynomial problems using a very simple, flexible...
  • J-MEANS

  • Referenced in 64 articles [sw02649]
  • local search heuristic for minimum sum of squares clustering. A new local search heuristic, called ... proposed for solving the minimum sum of squares clustering problem. The neighborhood of the current...
  • levmar

  • Referenced in 48 articles [sw04809]
  • levmar : Levenberg-Marquardt nonlinear least squares algorithms in C/C++ This site provides GPL native ANSI ... function that is expressed as the sum of squares of nonlinear functions. It has become...
  • Algorithm 39

  • Referenced in 32 articles [sw20048]
  • that the overall sum of error sum of squares within those clusters becomes a minimum...
  • CMARS

  • Referenced in 23 articles [sw08523]
  • article, we use a penalized residual sum of squares for MARS as a Tikhonov regularization...
  • NCSOStools

  • Referenced in 17 articles [sw06920]
  • variables; constructing and solving sum of Hermitian squares (with commutators) programs for polynomials ... theoretical underpinning of the sum of Hermitian squares (with commutators) programs and provides a gentle...
  • NLPLIB

  • Referenced in 29 articles [sw03199]
  • least squares, boxbounded global optimization, global mixed- integer nonlinear programming, and exponential sum model fitting ... nonlinear least squares problem to approxi mate sums of exponential functions to empirical data...
  • ODRPACK

  • Referenced in 21 articles [sw00649]
  • parameters that minimize the sum of the squared weighted orthogonal distances from...
  • FindSteinerTree

  • Referenced in 12 articles [sw08245]
  • program also can use the sum of squared branch lengths as the criterion (Squared-change...
  • WeightedPortTest

  • Referenced in 10 articles [sw12429]
  • resulting statistics are weighted sums of the squares of the sample autocorrelation coefficients that, unlike...
  • SOSOPT

  • Referenced in 8 articles [sw13407]
  • Matlab toolbox for formulating and solving Sum-of-Squares (SOS) polynomial optimizations. This document briefly...
  • DASSOC

  • Referenced in 8 articles [sw27806]
  • likelihood ratio and a sum of squares representing deviations of parameters from their constraints...
  • univsos

  • Referenced in 3 articles [sw28193]
  • univsos: A tool for Rational Sums of Squares Decompositions of Univariate Nonnegative Polynomials. univsos ... Maple library for computation of sums of squares (SOS) decompositions of univariate nonnegative polynomials with ... requires PARI/GP. univsos3, which relies on sums of squares approximation (via semidefinite programming) of perturbed...
  • FLS

  • Referenced in 6 articles [sw24350]
  • reasonably satisfactory approximation? The ”flexible least squares” solution is defined to be the collection ... sequences estimates which yield vector- minimal sums of squared residual measurement and dynamic modelling errors...
  • L2CXFT

  • Referenced in 9 articles [sw00498]
  • errors. The method minimizes the sum of the squares of the errors, subject to nonnegativity...
  • MCMC

  • Referenced in 6 articles [sw03488]
  • functions. These will be equal to sum-of-squares functions when using Gaussian likelihood...
  • L2WPMA

  • Referenced in 7 articles [sw04326]
  • underlying method minimizes the weighted sum of the squares of the errors by requiring...
  • aspect

  • Referenced in 4 articles [sw25361]
  • such as the sum of eigenvalues, sum of squared correlations, squared multiple correlations...
  • VA05

  • Referenced in 2 articles [sw20238]
  • Minimization of general functions and sums of squares of functions of several variables. VA05 Minimize ... sum of squares, derivatives not needed...
  • VE10

  • Referenced in 2 articles [sw20232]
  • VE10 Harwell subroutine library: Minimize a sum of squares of element functions. To minimize ... objective function consisting of a sum of squares of ‘element’ functions, each of which involves...