Millardo Peacecraft
Reputation
647
Next privilege 1,000 Rep.
Create tags
 4h awarded Yearling Mar20 awarded Inquisitive Jan19 asked Lagrange inversion theorem application Jan12 comment An application of the residue theorem or even @RonGordon? Jan12 comment An application of the residue theorem Perhaps @sos440 would know? Jan12 asked An application of the residue theorem Jan12 asked expansion in reciprocal terms Jan7 comment How to solve: $\frac{x}{\log_2(x) }= y$ @orion The OP already defined the Lambert W function in his question. Defining $W$ once more is unnecessary. Jan7 revised Root finding using Galois theory added 9 characters in body Jan7 answered How to solve: $\frac{x}{\log_2(x) }= y$ Jan7 asked Root finding using Galois theory Jan6 asked Residue of function with different branch points Dec30 comment Functional equation for polynomials @Bernard I'm aware that it is the taylor formula for polynomials. But he states that it is the functional form for a given polynomial. Hence my confusion about the $y$ Dec30 asked Functional equation for polynomials Dec30 revised How prove $\bigl(\frac{\sin x}{ x}\bigr)^{2} + \frac{\tan x }{ x} >2$ for $0 < x < \frac{\pi}{2}$ Tex Changes Dec30 suggested approved edit on How prove $\bigl(\frac{\sin x}{ x}\bigr)^{2} + \frac{\tan x }{ x} >2$ for $0 < x < \frac{\pi}{2}$ Dec25 revised Why is $x(\sqrt{x^2+1} - x )$ approaching $1/2$ when $x$ becomes infinite? tex changes Dec25 suggested approved edit on Why is $x(\sqrt{x^2+1} - x )$ approaching $1/2$ when $x$ becomes infinite? Dec16 awarded Caucus Oct24 revised Find the range of function $f(x) =\cos(\sin(\ln(\frac{x^2+e}{x^2+1})))+\sin(\cos(\ln(\frac{x^2+e}{x^2+1})))$… tex changes