• Adam

  • Referenced in 948 articles [sw22205]
  • properties of the algorithm and provide a regret bound on the convergence rate that...
  • AdaGrad

  • Referenced in 166 articles [sw22202]
  • setting a learning rate and results in regret guarantees that are provably as good...
  • PROBE

  • Referenced in 11 articles [sw16216]
  • project composition to its competitors, and the regret a decision-maker may have by selecting...
  • DESPOT

  • Referenced in 6 articles [sw27455]
  • DESPOT is near-optimal, with a regret bound that depends on the representation size...
  • tw-heuristic

  • Referenced in 3 articles [sw34759]
  • target width (k). At this moment of regret, we solve a subproblem which...
  • Exponentron

  • Referenced in 2 articles [sw26900]
  • exponential decay time series. We state a regret bound for our setting, which theoretically compares...
  • AdaRaker

  • Referenced in 1 article [sw28403]
  • terms of both static and dynamic regrets. AdaRaker is uniquely capable of tracking nonlinear learning...
  • Matlab

  • Referenced in 13702 articles [sw00558]
  • MATLAB® is a high-level language and interactive...
  • NAG

  • Referenced in 425 articles [sw00610]
  • Produced by experts for use in a variety...
  • R

  • Referenced in 10196 articles [sw00771]
  • R is a language and environment for statistical...
  • SCIP

  • Referenced in 554 articles [sw01091]
  • SCIP is currently one of the fastest non...
  • XploRe

  • Referenced in 59 articles [sw01128]
  • XploRe is the name of a commercial statistics...
  • R-MAX

  • Referenced in 32 articles [sw02539]
  • R-MAX is a very simple model-based...
  • CONOPT

  • Referenced in 171 articles [sw02791]
  • CONOPT is a generalized reduced-gradient (GRG) algorithm...
  • S-PLUS

  • Referenced in 630 articles [sw02892]
  • S-PLUS is a powerful environment for statistical...
  • NLPLIB

  • Referenced in 30 articles [sw03199]
  • The TOMLAB NLPLIB toolbox for nonlinear programming The...
  • OPERA

  • Referenced in 30 articles [sw03200]
  • The TOMLAB OPERA toolbox for linear and discrete...
  • AMPL

  • Referenced in 622 articles [sw04001]
  • AMPL is a comprehensive and powerful algebraic modeling...
  • SDPT3

  • Referenced in 707 articles [sw04009]
  • This software is designed to solve conic programming...