7,951 reputation
1642
bio website people.bath.ac.uk/mdp33
location Bath, United Kingdom
age 24
visits member for 2 years, 4 months
seen 4 mins ago

Postgraduate student at the University of Bath, UK, studying geometry and representation theory. Currently thinking about cluster algebras and related objects.


Nov
17
reviewed Approve suggested edit on Absolute value bound of Lebesgue integral
Nov
17
reviewed Reject suggested edit on Is that proof correct? I'm proving that the set of injective Linear transformations in open.
Nov
17
reviewed Reviewed Connection between almost sure convergence and lim sup and lim inf
Nov
17
reviewed Reviewed Determine the inverse Laplace transform of…
Nov
17
reviewed No Action Needed Predicate logic: “Everybody knows somebody who knows Alice”
Nov
17
reviewed No Action Needed Problem with quadratic residues
Nov
17
reviewed Close Tetromino Proof
Nov
17
reviewed Close Is $\mathbb{R}/\mathbb{Q}$ an interesting group?
Nov
17
reviewed Close Direct product of two finite cyclic groups
Nov
17
reviewed Close Prove the following combination?
Nov
17
reviewed Reject suggested edit on Why is expectation defined by $\int xf(x)dx$?
Nov
17
reviewed Leave Open Mapping a set into the function $f(z)=\sin(z)$
Nov
17
reviewed Close Combinatorial proof for two identities
Nov
17
reviewed Leave Open Combinatorics-number of permutations of $m$ A's and at most $n$ B's
Nov
15
reviewed Approve suggested edit on Series representation of $m=1^k + 2^k + \ldots n^k$.
Nov
15
reviewed Approve suggested edit on Aleph arithmetic question
Nov
15
reviewed No Action Needed A closed form for $\int_0^\infty\ln x\cdot\ln\left(1+\frac1{2\cosh x}\right)dx$
Nov
15
reviewed Approve suggested edit on Differential Equation with Integral
Nov
15
reviewed Reject suggested edit on Is it trivial to say $\mathop {\lim }\limits_{n \to \infty } {(1 + {k \over n})^n} = e^{k}$
Nov
15
reviewed Reopen Test for convergence