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Jonathan Fine

Towards 21st Century Digital Typography Lighter TeX Runs Faster Render Latex Multiple Ways A Blind Math User Story A Visually Impaired Coder's User Story Accessible and Tagged PDF User Stories and Accessibility New Online Tools for TeX Beginners Tex Hour Agenda Blind Math News Accessibility Evaluation: Open University and RNIB Accessibility Tools Latex math on social media Multi Author Docs Blind Math News Happy Birthday Don Knuth New Year's and Christmas Fun Tex Office Hours Importance of Typography UK TeX users — from here to there Calling UK LaTeX editors etc LaTeX Tutor Sub and Sup A LaTeX Typing Tutor About the LaTeX Typing Tutor London Scholarly Tech Meetup UK TeX User Group survives Jonathan Fine's statement for Chair of UK TUG Some new 2019 Q3 ac.uk LaTeX pages UK TUG — more news soon Why did I choose Hugo? Linear homology in a nutshell: now on arxiv Contact
Why 2358?
2019-10-22 · via Jonathan Fine

POSTS

The number 2358 isn't random. I chose 2358 because 2,3,5,8 are Fibonacci numbers. This is clearer when we write 0, 1, 1, 2, 3, 5, 8. Notice that each number is the sum of the two previous. So the next numbers in the sequence are 13, 21, 34, 55.

I choose the Fibonacci numbers because their important in my math research. They appear as the dimensions of a graded ring that is of great importance, at least to me. They appear in many other parts of mathematics (see the OEIS link below).

The ratio between one term and the next converges to the Golden Ratio. It's important in classical Greek art and architecture. For example Live Science (URL below) writes

Phidias (500–432 B.C.) was a Greek sculptor and mathematician who is thought to have applied phi to the design of sculptures for the Parthenon. Plato (428–347 B.C.) considered the Golden ratio to be the most universally binding of mathematical relationships.

Here are some places to learn more about Fibonacci numbers:

And the golden ratio:

Finally, to learn about the OEIS, go to