log-domain alternatives and similar packages

Based on the "Numeric" category.
Alternatively, view log-domain alternatives based on common mentions on social networks and blogs.

• sparse-linear-algebra

  9.0 0.0 log-domain VS sparse-linear-algebra

  Numerical computation in native Haskell

• lens-aeson

  9.0 5.9 log-domain VS lens-aeson

  Traversals and Prisms for Data.Aeson
  

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• approximate

  8.8 3.1 log-domain VS approximate

  Approximate discrete values and numbers

• hyperloglog

  8.6 2.7 log-domain VS hyperloglog

  A constant-memory approximation of set membership

• compensated

  8.2 0.0 log-domain VS compensated

  Compensated floating-point arithmetic

• tdigest

  7.7 0.0 log-domain VS tdigest

  On-line accumulation of rank-based statistics such as quantiles and trimmed means

• half

  7.4 2.8 log-domain VS half

  half-precision floating-point

• limp

  6.8 0.0 log-domain VS limp

  ideally, this will become a pure Haskell library for Linear Integer/Mixed Programming

• taco

  6.3 0.0 log-domain VS taco

  Haskell port of the Tensor Algebra COmpiler

• mighty-metropolis

  6.2 0.0 log-domain VS mighty-metropolis

  The classic Metropolis sampling algorithm.

• microlens-aeson

  6.0 6.8 log-domain VS microlens-aeson

  Lenses and Traversals for Aeson, based on Microlens.

• limp-cbc

  5.6 0.0 L1 log-domain VS limp-cbc

  Coin-OR/CBC bindings for Haskell

• numeric-qq

  5.1 0.0 log-domain VS numeric-qq

  Quasi-quoters for numbers of various bases

• mwc-probability-transition

  4.9 0.0 log-domain VS mwc-probability-transition

  A Markov stochastic transition operator with logging

• haskell-mpfr

  4.7 0.0 log-domain VS haskell-mpfr

  MPFR bindings for Haskell

• hasty-hamiltonian

  4.7 0.0 log-domain VS hasty-hamiltonian

  Speedy gradient-based traversal through parameter space.

• repr

  4.2 0.0 log-domain VS repr

  Render overloaded expressions to their textual representation.

• roman-numerals

  3.7 0.0 log-domain VS roman-numerals

  Parsing and pretty printing of Roman numerals

• numeric-ranges

  1.5 0.0 log-domain VS numeric-ranges

  DSL written in Haskell that provides a set of tools for working with both open and closed numeric intervals.

• nat-sized-numbers

  1.5 0.0 log-domain VS nat-sized-numbers

  Arbitrarily sized wraparound numeric types. Useful for testing

• hafar

  1.5 0.0 log-domain VS hafar

  Affine arithmetic library for Haskell

• lbfgs

  1.2 0.0 L1 log-domain VS lbfgs

  Haskell binding for liblbfgs

• simple-units

  1.0 0.0 log-domain VS simple-units

  Haskell library for performing arithmetic with SI units with type-checked dimensional analysis

• hmatrix-nlopt

  0.9 0.0 log-domain VS hmatrix-nlopt

  High-level hmatrix-compatible bindings to NLOPT from Haskell

• approx

  0.8 0.0 log-domain VS approx

  The library is created to allow for a easy-to-use reasonable way of emulating approx in Haskell.

• nlopt-haskell

  0.8 0.0 log-domain VS nlopt-haskell

  Low-level Haskell bindings to the NLOPT library

• affine-invariant-ensemble-mcmc

  - - log-domain VS affine-invariant-ensemble-mcmc

  General-purpose sampling

• gutenberg-fibonaccis

  - - log-domain VS gutenberg-fibonaccis

  The first 1001 Fibonacci numbers, retrieved from the Gutenberg Project.

* Code Quality Rankings and insights are calculated and provided by Lumnify.
They vary from L1 to L5 with "L5" being the highest.

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Popular Comparisons

• log-domain
  vs
  hyperloglog
• log-domain
  vs
  lbfgs
• log-domain
  vs
  sparse-linear-algebra
• nlopt-haskell
  vs
  sparse-linear-algebra
• hmatrix-nlopt
  vs
  sparse-linear-algebra

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