tag :: number-theory

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1Lavarand FAQ
https://web.archive.org/web/19971210213331/http://lavarand.sgi.com/faq.html
3 years ago by @gameovercite
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2Lazy Constructive Numbers and the Stern-Brocot Tree - Donnacha Oisín Kidney
https://doisinkidney.com/posts/2019-12-14-stern-brocot.html
4 years ago by @analyst
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1The Riemann Hypothesis, explained – Jørgen Veisdal – Medium
You remember prime numbers, right? Those numbers you can’t divide into other numbers, except when you divide them by themselves or 1? Right. Here is a 3000 year old question: Present an argument or…
6 years ago by @analyst
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3One million integers visualized
First 1e6 integers, represented as binary vectors indicating their prime factors, embedded into 3D space with UMAP
6 years ago by @analyst
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1FLINT: Fast Library for Number Theory
http://www.flintlib.org/
6 years ago by @achakraborty
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1On the sums of series of reciprocals
L. Euler. (February 2008)
15 years ago by @rwst
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1Observations about two biquadratics, of which the sum is able to be resolved into two other biquadratics
L. Euler. (May 2005)
15 years ago by @rwst
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1On the remarkable properties of the pentagonal numbers
L. Euler. (May 2005)
15 years ago by @rwst
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1An algebraic problem of finding four numbers, given the products of each of the numbers with the sum of the three others
L. Euler. (April 2005)
15 years ago by @rwst
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1An easier solution of a Diophantine problem about triangles, in which those lines from the vertices which bisect the opposite sides may be expressed rationally
L. Euler. (March 2005)
15 years ago by @rwst
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1A theorem of arithmetic and its proof
L. Euler. (February 2005)
15 years ago by @rwst
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1Observations on a certain theorem of Fermat and on others concerning prime numbers
L. Euler. (April 2008)
15 years ago by @rwst
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1An inquiry into whether or not 1000009 is a prime number
L. Euler. (December 2004)
15 years ago by @rwst
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1An observation on the sums of divisors
L. Euler. (December 2004)
15 years ago by @rwst
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1On amicable numbers
L. Euler. (December 2004)
15 years ago by @rwst
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1There are infinitely many prime numbers in all arithmetic progressions with first term and difference coprime
P. Dirichlet. (August 2008)
15 years ago by @rwst
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1Ueber die Anzahl der Primzahlen unter einer gegebenen Grösse
B. Riemann. Monatsberichte der Berliner Akademie, (November 1859)
15 years ago by @rwst
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1Lavarand FAQ

2Lazy Constructive Numbers and the Stern-Brocot Tree - Donnacha Oisín Kidney

1The Riemann Hypothesis, explained – Jørgen Veisdal – Medium

3One million integers visualized

1FLINT: Fast Library for Number Theory

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1On the sums of series of reciprocals

1Observations about two biquadratics, of which the sum is able to be resolved into two other biquadratics

1On the remarkable properties of the pentagonal numbers

1An algebraic problem of finding four numbers, given the products of each of the numbers with the sum of the three others

1An easier solution of a Diophantine problem about triangles, in which those lines from the vertices which bisect the opposite sides may be expressed rationally

1A theorem of arithmetic and its proof

1Observations on a certain theorem of Fermat and on others concerning prime numbers

1An inquiry into whether or not 1000009 is a prime number

1An observation on the sums of divisors

1On amicable numbers

1There are infinitely many prime numbers in all arithmetic progressions with first term and difference coprime

1Ueber die Anzahl der Primzahlen unter einer gegebenen Grösse

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