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12868
bio website sites.google.com/site/…
location Fiji
age 36
visits member for 1 year
seen 1 hour ago
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I'm a lecturer of mathematics at the University of the South Pacific. My research interests are in algebraic topology and metric geometry.


2h
reviewed Close How to write $\pi$ as a set in ZF?
2h
reviewed Close $‎C_{c}(X)$ is a subspace of ‎$‎C_{0}(X)$ ‎but ‎it ‎is ‎not ‎Banach
2h
comment Compact subsets of function spaces, geometry
@Norbert the article I cite does a very good job giving more details.
3h
answered Compact subsets of function spaces, geometry
5h
comment Binary operations of addition and multiplication.
do you know the definitions of semigroup and group? if so, just check that the axioms are verified. It is straightforward. If you get stuck, explain where.
5h
reviewed Close Which topics of mathematics should I study?
5h
reviewed Close Maths vicky kumar mahto
5h
reviewed Close Solve for an Ellipse Tangent to 2 Lines
5h
reviewed Approve suggested edit on Let $A$ be real symmetric $n\times n$ matrix whose only eigenvalues are 0 and 1. Pick out the true statements.
15h
comment Metric assuming the value infinity
Not all definition are optimal at birth. The concept of metric space is rather young (about 100 years old) and we can't ask Frechet anymore. It should be noted that Frechet's work at the time was extremely abstract and was a huge leap forward. Perhaps it was already such a psychological hurdle to consider abstract sets as domains of spaces that the possibility of having infinite distance was not entertained.
1d
reviewed Close $\hom(U, V)=U^*\otimes V$
1d
reviewed Approve suggested edit on Show that $\alpha_1u+\alpha_2v+\alpha_3w=0\Rightarrow\alpha_1=\alpha_2=\alpha_3=0$
1d
answered Is it true that a monotic, differentiable function with non-zero derivative has a continuous inverse?
1d
comment Is it true that a monotic, differentiable function with non-zero derivative has a continuous inverse?
by monotonic, do you mean $x<y\implies f(x)<f(y)$?
1d
comment What does area represent?
not only points have measure $0$ and the amount of space a 2-dimensional object takes up is $0$.
1d
awarded  Nice Answer
1d
answered What does area represent?
1d
answered Why is it important that a basis be orthonormal?
1d
answered Metric assuming the value infinity
1d
reviewed Approve suggested edit on How to solve these elementary algebra questions?