Anutosh Bhat

Results 38 issues of Anutosh Bhat

#### References to other Issues or PRs Fixes #22911 Fixes #6052 Fixes #19154 #### Brief description of what is fixed or changed As of now , the pr implements leading...

series
GSoC

SymPy currently doesn't have `_eval_aseries` methods implemented for inverse trig/hyperbolic functions ( because they aren't necessarily required to find limits or so) but as I saw a couple of these...

series

I caught this while trying to solve couple of other limit related bugs .Those cases I was trying to solve involved simplification using `gammasimp()` and other manipulations like `expand()` hence...

series
concrete
calculus

Signed-off-by: anutosh491 ## Explanation As the issue points out.... a good chunk of logging in Kyverno is already set to some verbosity levels . Hence the pull request tries to...

#### References to other Issues or PRs #### Brief description of what is fixed or changed While implementing leading term for `expint(nu, z)` function, we don't really have to take...

series
GSoC

I was just testing out the asymptotic series & limits at infinity for some error functions and I found this ``` >>> Si(x).series(x, oo) pi/2 - (-6/x**3 + 1/x +...

series

Though the limits work for most general points, these limits can also work more simply through gruntz if we have asymptotic series expansions. Currently we have none ``` >>> Shi(x).series(x,...

series

The TODO from bessel.py says ``` # TODO # o Scorer functions G1 and G2 # o Asymptotic expansions # These are possible, e.g. for fixed order, but since the...

series

``` (xeus-cling) anutosh491@spbhat68:~/QuantStack/xeus-cling/build$ make && make install [ 9%] Building CXX object CMakeFiles/xeus-cling.dir/src/xinterpreter.cpp.o [ 18%] Building CXX object CMakeFiles/xeus-cling.dir/src/xoptions.cpp.o [ 27%] Building CXX object CMakeFiles/xeus-cling.dir/src/xmagics/executable.cpp.o /home/anutosh491/QuantStack/xeus-cling/src/xmagics/executable.cpp: In member function 'xcpp::argparser...

This is a draft PR trying to replicate the gruntz algorithm and a few test cases for the same.

symbolic