322 reputation
215
bio website http://--
location Belgium
age 24
visits member for 3 years, 11 months
seen Jul 16 at 9:46
Physics Student at the University of Antwerp

Jul
2
awarded  Curious
Jul
2
awarded  Excavator
Jul
2
revised Finite element method for the 'Particle-In-a-Box' problem in quantum mechanics
corrected code formatting
Jul
2
suggested suggested edit on Finite element method for the 'Particle-In-a-Box' problem in quantum mechanics
May
12
comment How is the multiplicity of a pole defined when square roots are involved?
Yes, of course, never cross the branch cut, but I'll need to calculate a limiting small circle integral around that point from one side of the cut to the other if I'm to avoid them, My question is more about that than the real residue which is defined differently for these points if it even exists.
May
12
revised How is the multiplicity of a pole defined when square roots are involved?
added 95 characters in body
May
12
asked How is the multiplicity of a pole defined when square roots are involved?
May
12
awarded  Informed
May
7
awarded  Caucus
Apr
11
awarded  Notable Question
Dec
9
comment Math question please ? Complex numbers?
you need a $\pm$ instead of a $+$ in your second-to-last step. I can't edit such a small typo, hence the comment.
Dec
9
comment Solving a geometric algebra equation
When you put it like that, it seems so simple... Thanks.
Dec
9
accepted Solving a geometric algebra equation
Dec
9
comment Solving a geometric algebra equation
@GiuseppeNegro thanks for the additional reference. I'll be sure to check it out!
Dec
8
comment Solving a geometric algebra equation
a,b, and c are vectors, $\alpha$ is a scalar. Juxtaposition is geometric product, dot is inner product.
Dec
8
asked Solving a geometric algebra equation
Dec
3
answered Differential of square $d(w^2)$or square of differential$(dw)^2$!?
Dec
3
revised Limit of this indeterminate form.
nominator->numerator
Dec
3
revised For $z =\frac{ xy}{x+y}$, why is $z < x$ and $z < y$ for all values of $x > 0$ and $y > 0$?
nominator->numerator
Dec
3
revised How to simplify $\frac{4 + 2\sqrt6}{\sqrt{5 + 2\sqrt{6}}}$?
nominator->numerator