Jandré Snyman

### Questions (26)

 5 Proof that every bounded linear operator between hilbert spaces has an adjoint. 4 Finding All n-regular graphs on m vertices 3 Limit of $\sin(kx)$ as k tends to infinity 2 Show that $(A^o)^o = A$ if A is compact and convex. 2 Superposition of of bump functions identically equal to 1.

### Reputation (300)

 +5 Finding All n-regular graphs on m vertices +5 Interchanging limit and integral of difference quotient +10 Show that $(A^o)^o = A$ if A is compact and convex. +5 Proof that every bounded linear operator between hilbert spaces has an adjoint.

 1 what does it mean ' infinity comes in different sizes'? 0 Entire extension of $f(x+y)=g(x)g(y)-h(x)h(y)$ 0 Proof that every bounded linear operator between hilbert spaces has an adjoint. 0 Show that $T$ in $\ell^2(\mathbb{N})$ is a bounded linear operator and compute the operator norm $\|T\|$ 0 Uniqueness of Integrals

### Tags (53)

 1 infinity 0 hilbert-spaces × 3 1 elementary-set-theory 0 analytic-functions × 3 0 functional-analysis × 7 0 integration × 3 0 real-analysis × 7 0 group-theory × 3 0 complex-analysis × 7 0 graph-theory × 3

### Accounts (8)

 Mathematics 300 rep 110 Mathematics Educators 133 rep 5 Physics 126 rep 5 Christianity 101 rep 1 Academia 101 rep 1