theendsofinvention / esst

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Bump mpmath from 1.0.0 to 1.1.0 #275

Open dependabot-preview[bot] opened 4 years ago

dependabot-preview[bot] commented 4 years ago

Bumps mpmath from 1.0.0 to 1.1.0.

Changelog

Sourced from mpmath's changelog.

--1.1.0-- Released December 11, 2018

Bugs:

  • Fixed severe bug in householder() for complex matrices (Michael Kagalenko)
  • Fixed frequently-reported bug where findroot() mysteriously raised UnboundLocalError (Sergey B Kirpichev)
  • Corrected rounding in binary-to-decimal conversion above 500 digits
  • Fixed minor loss of accuracy affecting rf(), ff(), binomial(), beta()
  • Fixed incorrect computation of the Hurwitz zeta function in some cases
  • Fixed accuracy of digamma function near 0
  • Fixed RuntimeError in qfac() in Python 3.7 caused by raising StopIteration (Zbigniew Jędrzejewski-Szmek)
  • Fix to allow NumPy arrays in fdot() (Nico Schlömer)

Features and improvements:

  • Added more automatic conversions from Fraction, Decimal, NumPy types (Jonathan Warner)
  • Support creating mpf from a long literal (ylemkimon)
  • Implemented log1p()
  • Slight speedup of eig()
  • Implement polylog() for general complex s and z by using Hurwitz zeta algorithm as a fallback

Library:

  • Test more CPython and PyPy versions (Sergey B Kirpichev, Aaron Meurer)
  • Drop support for Python 2.6 and 3.2 (Sergey B Kirpichev)
  • Use py.test for test code; lots of code cleanup (Sergey B Kirpichev)
  • Corrections to the documentation (Paul Masson, Connor Behan, Warren Weckesser, Aaron Meurer)

--1.0.0-- Released September 27, 2017

  • Bumped to major version number for 10 year anniversary
  • Added module for inverse Laplace transforms, including the top level function invertlaplace() as well as several different algorithms (Talbot, Gaver-Stehfest and de Hoog) implemented in mpmath.calculus.inverselaplace (Kris Kuhlman)
  • Fixed bugs in elliprg() giving incorrect values for certain input
  • Fixed wrong degree 1 nodes for Gaussian quadrature
  • Made make acot(0) and acoth(0) return a finite result
  • Fixed sieved zeta sum not being used in Python 3, and added cutoff for sieved zeta sum on 32-bit systems when too much memory would be used
  • Fixed zeta(0,0.5) to return correct value instead of raising NoConvergence exception
  • Added detection of exact zeros in gammainc(), in particular fixing NoConvergence error for gammainc(3,-1+1j)
  • Fixed wrong values from besseli() due to improper internal precision
Commits


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