• sysdfod

  • Referenced in 84 articles [sw20916]
  • digital fractional order differentiator/integrator based on continued fraction expansion of weighted operator which is mixed...
  • CFSF

  • Referenced in 7 articles [sw13927]
  • Algorithm 895: A continued fractions package for special functions. The continued fractions for special functions ... package) complements a systematic study of continued fraction representations for special functions. It provides ... functionality to create continued fractions, in particular k-periodic or limit k-periodic fractions ... compute approximants, make use of continued fraction tails, perform equivalence transformations and contractions, and much...
  • CFRAC

  • Referenced in 9 articles [sw25814]
  • Implementation of the continued fraction integer factoring algorithm. One of the most popular methods ... factoring large integers is the continued fraction technique (CFRAC) developed by M. A. Morrison...
  • COULCC

  • Referenced in 12 articles [sw11843]
  • COULCC: A continued-fraction algorithm for Coulomb functions of complex order with complex arguments...
  • MTIEU1

  • Referenced in 11 articles [sw01232]
  • part in 10 12 . MTIEU2 uses continued fraction techniques and is optimized to give accuracy...
  • FODE

  • Referenced in 69 articles [sw08377]
  • plasma, diffusion at liquid surfaces, etc. The fractional approach proved to be highly effective ... rich variety of scenarios such as continuous time random walk models, generalized Langevin equations ... would be useful to study a time fractional Fokker-Planck equation. In this paper, firstly...
  • ARIBAS

  • Referenced in 9 articles [sw07341]
  • factorization algorithms (Pollard rho, elliptic curve, continued fraction, quadratic sieve), etc. ARIBAS is used...
  • BRATIO

  • Referenced in 9 articles [sw04402]
  • continued fraction and a new asymptotic series are used with classical results. A transportable Fortran...
  • BESSEL

  • Referenced in 5 articles [sw10753]
  • order) Bessel functions based on the continued fractions method. We have developed a fast code ... fractional order based on the continued fractions method. This algorithm is specially useful...
  • Algorithm 542

  • Referenced in 7 articles [sw22830]
  • Gamma functions. Taylor’s series and continued fractions for evaluating Tricomi’s incomplete gamma function...
  • Bertini

  • Referenced in 177 articles [sw06683]
  • also user defined homotopies. Implements parameter continuation for families of systems, such as the inverse ... accurately compute solutions ”at infinity.” Provides a fractional power-series endgame to accurately compute singular...
  • Algorithm 885

  • Referenced in 5 articles [sw09118]
  • normal distribution via a series or continued fraction approximation, and it is good...
  • hp.sr

  • Referenced in 5 articles [sw17821]
  • were derived from a generalization of continued fractions. The approximations retain their validity even...
  • SPECY

  • Referenced in 4 articles [sw02852]
  • chemically allowed interval and positive continuous fractions methods to increase the robustness of the chemistry...
  • FracSym

  • Referenced in 11 articles [sw16769]
  • systematic calculation of Lie point symmetries for fractional order differential equations (FDEs) using the method ... Gazizov et al. [“Continuous transformation groups of fractional differential equations”, Vestn. USATU...
  • AperyAcc

  • Referenced in 3 articles [sw11563]
  • Method As described in:”Interpolation de Fractions Continues et Irrationalite de Certaines Constantes”. (There...
  • AperyAppx

  • Referenced in 3 articles [sw11564]
  • Method. As described in:”Interpolation de Fractions Continues et Irrationalite de Certaines Constantes”. (There...
  • Algorithm 855

  • Referenced in 3 articles [sw09112]
  • numbers and their general orders. A continued fraction function algorithm is developed to evaluate general...
  • numbers

  • Referenced in 2 articles [sw20516]
  • inverses, extended GCD, Farey series and continuous fractions. Included are some divisor functions, or Euler...