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 Apr 12 comment Different use of approximate equality symbols Thank you very much! What about Taylor series and approximate values of variables. Let's say,respectively: $f(x)\simeq f(x_0)+f'(x_0)(x-x_0)$; and $r=aB/2\simeq 2$? Apr 12 comment Different use of approximate equality symbols What would be a possible choice of the different meaning that makes use of all three? Thanks! Apr 12 asked Different use of approximate equality symbols Mar 20 revised Solve transcendent modified Bessel function equation added 62 characters in body Mar 20 asked Solve transcendent modified Bessel function equation Jan 27 revised Linear differential system of Bessel equations edited title Jan 26 comment Linear differential system of Bessel equations Thanks for your answer. Could you please quote the code you used on Mathematica as well? That would help a lot! Jan 26 revised Linear differential system of Bessel equations deleted 262 characters in body Jan 26 asked Linear differential system of Bessel equations Jan 13 asked Meijer G-function limit for $z\rightarrow\infty$ Jan 11 comment Particular solution to nonhomogeneneous 2nd order ODE If that counts, anyway, I was looking for the general solution, without specified bcs. I know that one must be aware of its significance and that this cannot be done for pdes, etc. But in my specific case I want to keep the freedom to study different bcs. Jan 11 accepted Particular solution to nonhomogeneneous 2nd order ODE Jan 11 comment Particular solution to nonhomogeneneous 2nd order ODE The minus sign is in front of the wrong term, I guess. Jan 11 accepted What is this ODE called and how to solve it Jan 11 comment What is this ODE called and how to solve it Laplacian of $g(r)$, but about the last term? Jan 11 comment What is this ODE called and how to solve it @achillehui Yes, thanks! Edited. Jan 11 revised What is this ODE called and how to solve it added 7 characters in body Jan 11 asked What is this ODE called and how to solve it Jan 11 comment Particular solution to nonhomogeneneous 2nd order ODE @Pragabhava Could you expand on that please? Jan 11 asked Particular solution to nonhomogeneneous 2nd order ODE