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Samuel Hambleton's user avatar
Samuel Hambleton's user avatar
Samuel Hambleton's user avatar
Samuel Hambleton
  • Member for 13 years, 4 months
  • Last seen more than 6 years ago
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About

I was recently a UQ maths lecturer but I am now embracing a new model of teaching and research; teaching maths and Mathematica on Youtube: https://www.youtube.com/c/SamHambleton I am interested in number theory and arithmetic algebraic geometry.

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Top posts
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question
19
Which Diophantine equations can be solved using continued fractions?
Oct 13, 2011
question
6
Which pair of ternary quadratic forms in Bhargava's theory parameterize the ring of integers of the quartic number field of discriminant $225$?
Oct 6, 2018
answer
6
Is there a "Basic Number Theory" for elliptic curves?
Aug 10, 2011
question
5
What is the identity class of the set of equivalence classes of binary cubic forms of discriminant $D$ ?
Oct 6, 2011
question
5
Does there always exist a non-rational algebraic integer in a number field whose discriminant divides its norm?
Oct 5, 2018
answer
5
Methods for solving Pell's equation?
Oct 7, 2011
question
4
Do there always exist integers $\beta_2$, $\beta_3$ such that $\{a, \beta_2 + \omega_2, \beta_3 + \omega_3 \}$ is an integral basis for the ideal $(a, \alpha )$ of a cubic field
Feb 4, 2012
answer
4
Geometric Interpretation of Multiplication in Pure Cubic Number Fields and Beyond
Nov 27, 2017
question
2
Is there a result that connects the discriminant of an order to the discriminants of the generators of an integral basis for the order?
Oct 11, 2018
answer
2
Level of detail on a Phd application
Oct 13, 2011
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9
Does there always exist an algebraic integer in a number field whose discriminant divides its norm?
8
Does the elliptic curve $y^2 = 4 x^3 -6075$ have any integer points?
8
When do Pell equation results imply applicability of the "Vieta jumping"-method to a given conic?
8
Fibonacci numbers modulo $p$