{ "info": { "author": "Eric O. LEBIGOT (EOL)", "author_email": "eric.lebigot@normalesup.org", "bugtrack_url": null, "classifiers": [ "Development Status :: 5 - Production/Stable", "Intended Audience :: Developers", "Intended Audience :: Education", "Intended Audience :: Other Audience", "Intended Audience :: Science/Research", "License :: OSI Approved :: BSD License", "Operating System :: OS Independent", "Programming Language :: Python", "Programming Language :: Python :: 2.3", "Programming Language :: Python :: 2.4", "Programming Language :: Python :: 2.5", "Programming Language :: Python :: 2.6", "Programming Language :: Python :: 2.7", "Programming Language :: Python :: 3", "Programming Language :: Python :: 3.1", "Programming Language :: Python :: 3.2", "Programming Language :: Python :: 3.3", "Programming Language :: Python :: 3.4", "Programming Language :: Python :: 3.5", "Programming Language :: Python :: 3.6", "Programming Language :: Python :: 3.7", "Programming Language :: Python :: Implementation :: Jython", "Programming Language :: Python :: Implementation :: PyPy", "Topic :: Education", "Topic :: Scientific/Engineering", "Topic :: Scientific/Engineering :: Mathematics", "Topic :: Scientific/Engineering :: Physics", "Topic :: Software Development", "Topic :: Software Development :: Libraries", "Topic :: Software Development :: Libraries :: Python Modules", "Topic :: Utilities" ], "description": "Overview\n========\n\n``uncertainties`` allows **calculations** such as (2 +/- 0.1)*2 = 4 +/-\n0.2 to be **performed transparently**. Much more complex mathematical\nexpressions involving numbers with uncertainties can also be evaluated\ndirectly.\n\nThe ``uncertainties`` package **takes the pain and complexity out**\nof uncertainty calculations.\n\n**Detailed information** about this package can be found on its `main\nwebsite`_.\n\nBasic examples\n==============\n\n.. code-block:: python\n\n >>> from uncertainties import ufloat\n\n >>> x = ufloat(2, 0.25)\n >>> x\n 2.0+/-0.25\n\n >>> square = x**2 # Transparent calculations\n >>> square\n 4.0+/-1.0\n >>> square.nominal_value\n 4.0\n >>> square.std_dev # Standard deviation\n 1.0\n\n >>> square - x*x\n 0.0 # Exactly 0: correlations taken into account\n\n >>> from uncertainties.umath import * # sin(), etc.\n >>> sin(1+x**2)\n -0.95892427466313845+/-0.2836621854632263\n\n >>> print (2*x+1000).derivatives[x] # Automatic calculation of derivatives\n 2.0\n\n >>> from uncertainties import unumpy # Array manipulation\n >>> random_vars = unumpy.uarray([1, 2], [0.1, 0.2])\n >>> print random_vars\n [1.0+/-0.1 2.0+/-0.2]\n >>> print random_vars.mean()\n 1.50+/-0.11\n >>> print unumpy.cos(random_vars)\n [0.540302305868+/-0.0841470984808 -0.416146836547+/-0.181859485365]\n\nMain features\n=============\n\n- **Transparent calculations with uncertainties**: **no or little\n modification of existing code** is needed. Similarly, the Python_ (or\n IPython_) shell can be used as **a powerful calculator** that\n handles quantities with uncertainties (``print`` statements are\n optional, which is convenient).\n\n- **Correlations** between expressions are correctly taken into\n account. Thus, ``x-x`` is exactly zero, for instance (most\n implementations found on the web yield a non-zero uncertainty for\n ``x-x``, which is incorrect).\n\n- **Almost all mathematical operations** are supported, including most\n functions from the standard math_ module (sin,...). Comparison\n operators (``>``, ``==``, etc.) are supported too.\n\n- Many **fast operations on arrays and matrices** of numbers with\n uncertainties are supported.\n\n- **Extensive support for printing** numbers with uncertainties\n (including LaTeX support and pretty-printing).\n\n- Most uncertainty calculations are performed **analytically**.\n\n- This module also gives access to the **derivatives** of any\n mathematical expression (they are used by error\n propagation theory, and are thus automatically calculated by this\n module).\n\n\nInstallation or upgrade\n=======================\n\nInstallation instructions are available on the `main web site\n`_\nfor this package.\n\nContact\n=======\n\nPlease send **feature requests, bug reports, or feedback** to\n`Eric O. LEBIGOT (EOL)`_.\n\nVersion history\n===============\n\nMain changes:\n\n- 3.1.2: Partial fix for NumPy 1.17 and `unumpy.ulinalg.pinv()`.\n- 3.1: Variables built through a correlation or covariance matrix, and that\n have uncertainties that span many orders of magnitude are now \n calculated more accurately (improved ``correlated_values()`` and\n ``correlated_values_norm()`` functions).\n- 3.0: Massive speedup for some operations involving large numbers of numbers with uncertainty, like ``sum(ufloat(1, 1) for _ in xrange(100000))`` (this is about 5,000 times faster than before).\n- 2.4.8: Friendlier completions in Python shells, etc.: internal functions should not appear anymore (for the user modules: ``uncertainties``, ``uncertainties.umath`` and ``uncertainties.unumpy``). Parsing the shorthand notation (e.g. ``3.1(2)``) now works with infinite values (e.g. ``-inf(inf)``); this mirrors the ability to print such numbers with uncertainty. The Particle Data Group rounding rule is applied in more cases (e.g. printing 724.2\u00b126.2 now gives ``724\u00b126``). The shorthand+LaTeX formatting of numbers with an infinite nominal value is fixed. ``uncertainties.unumpy.matrix`` now uses ``.std_devs`` instead of ``.std_devs()``, for consistency with floats with uncertainty (automatic conversion of code added to ``uncertainties.1to2``).\n- 2.4.7: String formatting now works for ``(-)inf+/-...`` numbers.\n- 2.4.5: String formatting now works for ``NaN+/-...`` numbers.\n- 2.4.4: The documentation license now allows its commercial use.\n- 2.4.2: `NumPy 1.8 compatibility `_.\n- 2.4.1: In ``uncertainties.umath``, functions ``ceil()``, ``floor()``,\n ``isinf()``, ``isnan()`` and ``trunc()`` now return values of\n the same type as the corresponding ``math`` module function\n (instead of generally returning a value with a zero uncertainty\n ``...+/-0``).\n- 2.4: Extensive support for the formatting_ of numbers with uncertainties.\n A zero uncertainty is now explicitly displayed as the integer 0.\n The new formats are generally understood by ``ufloat_fromstr()``.\n Abbreviations for the nominal value (``n``) and the standard\n deviation (``s``) are now available.\n- 2.3.6: Full support for limit cases of the power operator\n ``umath.pow()``.\n- 2.3.5: Uncertainties and derivatives can now be NaN (not-a-number).\n Full support for numbers with a zero uncertainty\n (``sqrt(ufloat(0, 0))`` now works).\n Full support for limit cases of the power operator (``x**y``).\n- 2.3: Functions wrapped\n so that they accept numbers with uncertainties instead of floats\n now have full keyword arguments support\n (improved ``wrap()`` function). Incompatible change:\n ``wrap(..., None)`` should be replaced by ``wrap(...)`` or\n ``wrap(..., [])``.\n- 2.2: Creating arrays and matrices of numbers with uncertainties\n with ``uarray()`` and ``umatrix()`` now requires two simple arguments\n (nominal values and standard deviations) instead of a tuple argument.\n This is consistent with the new, simpler ``ufloat()`` interface.\n The previous\n usage will be supported for some time. Users are encouraged to update\n their code, for instance through the newly provided `code updater`_,\n which in addition now automatically converts ``.set_std_dev(v)`` to\n ``.std_dev = v``.\n- 2.1: Numbers with uncertainties are now created more directly like\n ``ufloat(3, 0.1)``, ``ufloat(3, 0.1, \"pi\")``,\n ``ufloat_fromstr(\"3.0(1)\")``, or ``ufloat_fromstr(\"3.0(1)\", \"pi\")``.\n The previous ``ufloat((3, 0.1))`` and ``ufloat(\"3.0(1)\")`` forms\n will be supported for some time. Users are encouraged to update\n their code, for instance through the newly provided `code updater`_.\n- 2.0: The standard deviation is now obtained more directly without an\n explicit\n call (``x.std_dev`` instead of ``x.std_dev()``). ``x.std_dev()``\n will be supported for some time. Users are encouraged to update\n their code. The standard deviation of a variable can now be\n directly updated with ``x.std_dev = 0.1``. As a consequence,\n ``x.set_std_dev()`` is deprecated.\n- 1.9.1: Support added for pickling subclasses of ``UFloat`` (= ``Variable``).\n- 1.9: Added functions for handling correlation matrices:\n ``correlation_matrix()`` and\n ``correlated_values_norm()``. (These new functions mirror the\n covariance-matrix based ``covariance_matrix()`` and\n ``correlated_values()``.) ``UFloat.position_in_sigmas()`` is\n now named ``UFloat.std_score()``, so as to follow the common\n naming convention (`standard score\n `_). Obsolete\n functions were removed (from the main module:\n ``NumberWithUncert``, ``num_with_uncert``, ``array_u``,\n ``nominal_values``, ``std_devs``).\n- 1.8: Compatibility with Python 3.2 added.\n- 1.7.2: Compatibility with Python 2.3, Python 2.4, Jython 2.5.1 and\n Jython 2.5.2 added.\n- 1.7.1: New semantics: ``ufloat(\"12.3(78)\")`` now represents 12.3+/-7.8\n instead of 12.3+/-78.\n- 1.7: ``ufloat()`` now raises ValueError instead of a generic Exception,\n when given an incorrect\n string representation, like ``float()`` does.\n- 1.6: Testing whether an object is a number with uncertainty should now\n be done with ``isinstance(..., UFloat)``.\n ``AffineScalarFunc`` is not imported by ``from uncertainties import *``\n anymore, but its new alias ``UFloat`` is.\n- 1.5.5: The first possible license is now the Revised BSD License\n instead of GPLv2, which\n makes it easier to include this package in other projects.\n- 1.5.4.2: Added ``umath.modf()`` and ``umath.frexp()``.\n- 1.5.4: ``ufloat`` does not accept a single number (nominal value) anymore.\n This removes some potential confusion about\n ``ufloat(1.1)`` (zero uncertainty) being different from\n ``ufloat(\"1.1\")`` (uncertainty of 1 on the last digit).\n- 1.5.2: ``float_u``, ``array_u`` and ``matrix_u`` renamed ``ufloat``,\n ``uarray`` and ``umatrix``, for ease of typing.\n- 1.5: Added functions ``nominal_value`` and ``std_dev``, and\n modules ``unumpy`` (additional support for NumPy_ arrays and\n matrices) and ``unumpy.ulinalg`` (generalization of some\n functions from ``numpy.linalg``).\n Memory footprint of arrays of numbers with uncertainties\n divided by 3.\n Function ``array_u`` is 5 times faster.\n Main function ``num_with_uncert`` renamed\n ``float_u``, for consistency with ``unumpy.array_u`` and\n ``unumpy.matrix_u``, with the added benefit of a shorter name.\n- 1.4.5: Added support for the standard ``pickle`` module.\n- 1.4.2: Added support for the standard ``copy`` module.\n- 1.4: Added utilities for manipulating NumPy_ arrays of numbers with\n uncertainties (``array_u``, ``nominal_values`` and ``std_devs``).\n- 1.3: Numbers with uncertainties are now constructed with\n ``num_with_uncert()``, which replaces ``NumberWithUncert()``. This\n simplifies the class hierarchy by removing the ``NumberWithUncert`` class.\n- 1.2.5: Numbers with uncertainties can now be entered as\n ``NumberWithUncert(\"1.23+/-0.45\")`` too.\n- 1.2.3: ``log(x, base)`` is now supported by ``umath.log()``, in addition\n to ``log(x)``.\n- 1.2.2: Values with uncertainties are now output like 3+/-1, in order\n to avoid confusing 3+-1 with 3+(-1).\n- 1.2: A new function, ``wrap()``, is exposed, which allows non-Python\n functions (e.g. Fortran or C used through a module such as SciPy) to\n handle numbers with uncertainties.\n- 1.1: Mathematical functions (such as cosine, etc.) are in a new\n uncertainties.umath module;\n they do not override functions from the ``math`` module anymore.\n- 1.0.12: Main class (``Number_with_uncert``) renamed ``NumberWithUncert``\n so as to follow `PEP 8`_.\n- 1.0.11: ``origin_value`` renamed more appropriately as\n ``nominal_value``.\n- 1.0.9: ``correlations()`` renamed more appropriately as\n ``covariance_matrix()``.\n\n.. _Python: http://docs.python.org/tutorial/interpreter.html\n.. _IPython: http://ipython.readthedocs.io/en/stable/\n.. _NumPy: http://numpy.scipy.org/\n.. _math: http://docs.python.org/library/math.html\n.. _PEP 8: http://www.python.org/dev/peps/pep-0008/\n.. _error propagation theory: http://en.wikipedia.org/wiki/Propagation_of_uncertainty\n.. _Eric O. 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