Michael Albanese

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I'm a Masters student in Pure Mathematics at the University of Adelaide in Australia.

My thesis is in Complex Geometric Analysis.

I am also on MathOverflow.


121 Answers

newest activity votes
1
Can someone help me to decode these functions?
1
How can I prove that if $A$ is compact, then $A$ if finite? (Under the discrete metric)
3
How do I work out this problem?
1
Looking for function with specific properties
1
Let $T$ and $T'$ be two topologies on $X$ , $T \subset T'$. Show that if $T$ is a $T_1$ Topology , then $T'$ is also a $T_1$-topology
0
If $x = a + b$, and only $x$ is known, how to solve what is $a-b$?
1
Show that the equation $\cos(x) = \ln(x)$ has at least one solution on real number
4
Any easy way to solve this?
2
Are these equations true in number theory?
2
Equation with Logarithm
0
Series Summation 1 to infinity
1
Comparability of topologies depends on the basis?
1
Show using the series for $\cos x$, that $\cos 0$ converges to $1$
1
Computing the Semimajor and Semiminor axis of an Ellipse
4
Query regarding the continuity of $f$ and $f^{-1}$.
1
Linear Algebra Proof of Injective Function
4
wedge product and change of variables
1
$dy\over dx$ is one things but why in integration we can treat it as 2 different terms
3
Bounding the differential quotient of a holomorphic function
4
$\infty$ | Span | Basis
1
Find $(a, b)$ such that $\lim_{x \to 0} \frac{ax -1 + e^{bx}}{x^2} = 1$
1
Number theory proof by counter example
16
Give an example of a function $h$ that is discontinuous at every point of $[0,1]$, but with $|h|$ continuous on $[0,1]$
0
How to get a unit vector from another unit vector and angle between them?
2
Find the true solution to this second order ODE
1
number of elements in vector space
3
Why does the taylor series of $\ln (1 + x)$ only approximate it for $-1<x \le 1$?
1
Infinite number of solutions (Diophantine Equation)
0
Find first power of 2 with exponent that is a multiple of 10 whose first number is not 1
2
Dimensionality and Subspace Existence: A Potential Outlet for Disquisition
1 2 3 4 5