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Student.


Dec
31
accepted 8 periodicity: Clifford clock- Bott periodicity - KO-dimension in noncommutative geometries
Dec
24
revised Identifying a surface $\rho^2\cos(2\phi)-1=0$
added 23 characters in body
Dec
24
comment Identifying a surface $\rho^2\cos(2\phi)-1=0$
@Rakisbro I updated...
Dec
24
revised Identifying a surface $\rho^2\cos(2\phi)-1=0$
used sphreical coords
Dec
24
comment Identifying a surface $\rho^2\cos(2\phi)-1=0$
you mean, what you wrote multiplied by $\rho$ on the right-hand side, right? or is $\rho=\sqrt{x^2+y^2}$ ? (my confusion arises 'cause one usually reserves $\rho$ for cylindric coordinates.)
Dec
24
answered Identifying a surface $\rho^2\cos(2\phi)-1=0$
Nov
25
comment Characterize unitary matrices by their eigenvalues and/or eigenvectors?
Is it possible to merge the answers?
Nov
14
awarded  Enthusiast
Nov
6
awarded  Organizer
Nov
6
revised Name for the real numbers between $0$ and $1$
changed a > into <
Nov
6
suggested suggested edit on Name for the real numbers between $0$ and $1$
Nov
1
awarded  Critic
Nov
1
revised Functions space of discrete space: how does taking quotients lead to noncommutativity?
added 8 characters in body
Nov
1
accepted Functions space of discrete space: how does taking quotients lead to noncommutativity?
Nov
1
asked Functions space of discrete space: how does taking quotients lead to noncommutativity?
Oct
21
revised Euler-Lagrange equation problem
added 132 characters in body
Oct
21
revised Euler-Lagrange equation problem
added 132 characters in body
Oct
21
answered Euler-Lagrange equation problem
Oct
17
revised Finding $\lim_{n \to \infty} \frac{\sqrt{n!}}{2^n}$
changed in title $x$ into $n$
Oct
17
suggested suggested edit on Finding $\lim_{n \to \infty} \frac{\sqrt{n!}}{2^n}$