Matt Pressland

5,369 reputation

1235

bio	website	people.bath.ac.uk/mdp33
	location	Bath, United Kingdom
	age	23
visits	member for	1 year, 3 months
	seen	2 days ago
stats	profile views	437

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

	5,369 reputation	bio	website	people.bath.ac.uk/mdp33	visits	member for	1 year, 3 months
1235 badges		location	Bath, United Kingdom		seen	2 days ago

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96 Reviews

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Dec 24	reviewed	Close Which of the following matrices are diagonalizable over $\mathbb{C}$
Dec 24	reviewed	Approve suggested edit on Explanation of Zagiers Proof for primes of the form $4k+1$
Dec 24	reviewed	Looks Good Does a square-integrable function always have the derivative of its integral over one variable equal to zero?
Dec 24	reviewed	Close limits and summation
Dec 24	reviewed	Leave Open Surjective group homomorphism
Dec 24	reviewed	Leave Open Is there some relation between characters in representation theory and multiplicative characters?
Dec 19	reviewed	Close Normal convergence of sum of analytic function
Dec 19	reviewed	Looks Good $2^{10 - x} \cdot 2^{10 - x} = 4^{10-x}$
Dec 19	reviewed	Looks Good Where is the flaw that led to the fallacy that $x^4 + y^4 = z^4$?
Dec 19	reviewed	Reviewed Expected Value of random variable raised to another random variable
Dec 19	reviewed	Close Integral of rational function
Dec 19	reviewed	Close Wolfram\|Alpha Plotting multiple geometric objects
Dec 19	reviewed	Close How to find integer solutions for an equation?
Dec 18	reviewed	No Action Needed Integral equation solution: $y(x) = 1 + \lambda\int\limits_0^2\cos(x-t) y(t) \mathrm{d}t$
Dec 14	reviewed	Edit suggested edit on Checking if a number if expressible as $x^2+y^4$
Dec 13	reviewed	Edit suggested edit on Consider the quadratic form $q(x,y,z)=4x^2+y^2−z^2+4xy−2xz−yz $ over $\mathbb{R}$ then which of the following are true
Dec 13	reviewed	Close Improper integration
Dec 13	reviewed	Close How to prove $\mathbb{Q}[\alpha,\beta]=\mathbb{Q}[\gamma]$?
Dec 13	reviewed	Leave Open Some Questions About Chess
Dec 12	reviewed	Reviewed Change of variable in an integral