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Matthew Towers

http://sites.google.com/site/matthewtowers/

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Top Questions
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19
If $f$ and $g$ are integrable then is $\max\{f,g\}$?
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17
Book/tutorial recommendations: acquiring math-oriented reading proficiency in German
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15
Which is the “fastest” paper-pencil method to compare $\sqrt[17]{6}$ and $\sqrt[16]{4}$?
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13
Is non-standard analysis worth learning?
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13
Is there any matrix $2\times 2$ such that $A\neq I$ but $ A^3=I$?
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13
Isomorphism between group algebras
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12
small o(1) notation
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11
A kind of converse of Lagrange's Theorem
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10
Meaning of, and how to verify, a vector space *over* $\mathbb{R}$
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10
Could the concept of “finite free groups” be possible?
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10
Dihedral Group - Internal Direct Product
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9
Is $(5+\sqrt[3]2)^n$ ever an integer for $n \in \Bbb Z \setminus \{0\}$?
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9
What is a good complex analysis textbook, barring Ahlfors's?
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9
Is my proof that $(A^n)^{-1} = (A^{-1})^n$ correct?
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9
Infinite series of nth root of n factorial
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9
Span of permutation matrices
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9
Derivations of Polynomial Algebra
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9
Regular Polyhedrons
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8
Pseudo Proofs that are intuitively reasonable
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8
Proof that the number $\sqrt[3]{2}$ is irrational using Fermat's Last Theorem
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8
Exercise 2.2.1 in Charles A. Weibel's book An Introduction To Homological Algebra
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8
What are the irreducible representations of $(\mathbb{Z},+)$?
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8
Does the operation of $G/A$ on $A$ by conjugation just give a trivial homomorphism?
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8
The Best of Dover Books (a.k.a the best cheap mathematical texts)
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8
An example for a calculation where imaginary numbers are used but don't occur in the question or the solution.
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8
Interpretations of the first cohomology group
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8
Largest Normal subgroup
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7
Is there a way to find the value of the largest entry of a hidden vector of integers?
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7
When does $(a,b)=(\gcd(a,b))$ hold?
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7
Finding the moment generating function of the product of two standard normal distributions
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