argriffing
argriffing
Returns x such that incomplete_gamma(a, x) = y. It could be implemented by searching for the only root of a monotonic function on (0, infinity). see [gammaincinv](http://docs.scipy.org/doc/scipy-0.17.0/reference/generated/scipy.special.gammaincinv.html)
Python lets you do ``` python >>> import decimal >>> json.loads('1.1', parse_float=decimal.Decimal) Decimal('1.1') ``` I would be tempted to use something like this, except I would read them as flint2...
I think I'm accidentally re-inventing the pre-inference part of XRATE with a weaker class of grammars.
Currently there's a function called `acb_set_fmpz_fmpz` that sets the real part and the imaginary part of a complex ball to the provided integers. There are also functions like `acb_contains_fmpz`. Here...
arb_sqr
This could just be a small wrapper around `arb_mul(b, a, a, prec)` for now.
Maybe to be named `arb_vec_calc`? This would have root isolation/exclusion/refinement for multivariate functions. For univariate functions this is already available as `arb_calc`.
[numpydoc](https://github.com/numpy/numpydoc) is now its own project which can be installed with pip or other OS/distribution package managers. Would make sense to remove sphinxext/numpydoc.py from sampledoc?
An .rst reference seems to be broken in extensions.rst. I'm not sure what is the intended behavior. ``` :ref:`extensions-literal` ```
This causes a warning when I build sampledoc. ``` MatplotlibDeprecationWarning: The Sphinx extension ipython_console_highlighting has moved from matplotlib to IPython, and its use in matplotlib is deprecated. Change your import...
Flint has `fmpz_mat_hnf_transform` and `fmpz_mat_snf` but I'm curious about a hypothetical `fmpz_mat_snf_transform`. According to http://www.informatik.uni-kiel.de/~gej/publ/transsmith.pdf "There are many algorithms for efficiently computing the SNF. Some of these algorithms also compute...