By: julia on Abel Soares Siqueira

Re-posted from: https://abelsiqueira.com/blog/2021-06-28-migracao-franklin/

Update 2022-12-30: Já não uso mais Franklin.jl.

Há algum tempo o Jekyll tem me dado trabalho.
Como não sou usuário de Ruby, volta e meia falta alguma coisa na minha instalação e eu passo horas tentando corrigir o problema pra fazer meu site rodar localmente.
Para o CiDAMO, eu considerei o Hugo, já que tem mais suporte e eu não seria a única pessoa a cuidar do site.
Já para meu site pessoal, e o site do Julia Smooth Optimizers, resolvi usar Franklin, já que eu quero mais é usar Julia mesmo.

By: julia on Abel Soares Siqueira

Re-posted from: https://abelsiqueira.com/blog/2018-12-12-koch-snowflakes-for-the-holidays/

Code for these images.
I hope you’re familiar with the Koch curve fractal or snowflake. It essentially consists taking a line segment, splitting it in three, and substituting the middle part by two segments that form an equilateral triangle without the base. From one segment you obtain four. For each new segment, repeat the process.
Images:
The most important aspect of the koch line is that it looks awesome. Furthermore, you can do it for any image that is a collection of segments.

By: julia on Abel Soares Siqueira

Re-posted from: https://abelsiqueira.com/blog/2018-12-12-koch-snowflakes-for-the-holidays/

Code for these images.

I hope you’re familiar with the Koch curve
fractal or snowflake.
It essentially consists taking a line segment, splitting it in three, and substituting
the middle part by two segments that form an equilateral triangle without the base.
From one segment you obtain four. For each new segment, repeat the process.

Images:

The most important aspect of the koch line is that it looks awesome. Furthermore, you
can do it for any image that is a collection of segments. In particular, regular
polygons, both outward and inward.