GitHub - varkor/quiver: A modern commutative diagram editor for the web.

A modern commutative diagram editor for the web. Contribute to varkor/quiver development by creating an account on GitHub.

GitHub
Just had a new Tech Shiny delivered. It is too big to fit in my blender. But also, my blender is too big to fit in it. Put-in-ability is #commutative! #WillItBlend

SankeyPartition

Blogpost for More Images/Code : https://blog.illestpreacha.com/mathober2024partition

Mathober made by @fractalkitty
#mathober #mathart #mathober2024 #mathober5 #mathober30 #commutative #partition

For my fifth sketch of Mathober, Which is coded in #MermaidJs, SankeyPartition will be using the 5th prompt of Mathober 2024: Integer Partition and 30th prompt: Commutative. This is done through the Sankey Diagram, where each curve is representing a different partition that is commutative and additional glitching is created with #Glitchlab.

#Poetry

Partitioning the Connections
Connecting the Partitions
Commutative to the
As these numbers are a community

#creativecoding #coding #dataart
#newmedia #diagram #animation

Mathober2024_Partition

SankeyPartition For my fifth sketch of Mathober, Which is coded in MermaidJs, SankeyPartition will be using the 5th prompt of Mathober 2024: Integer Partition and 30th prompt: Commutative. This is done through the Sankey Diagram, where each curve is ...

Code is Poetry & Data is Poetry
#FFS If you have 6 months when the economy grows by 3% and 6 where it falls by 3%, in any order, then your economy is down 0.5% after that year whether you’ve technically had a recession of not. #Maths #Commutative

Noncommutative $C^*$-algebra Net: Learning Neural Networks with Powerful Product Structure in $C^*$-algebra

https://openreview.net/forum?id=4glHUNZB6C

#noncommutative #algebras #commutative

Noncommutative $C^*$-algebra Net: Learning Neural Networks with...

We propose a new generalization of neural networks with noncommutative $C^*$-algebra. An important feature of $C^*$-algebras is their noncommutative structure of products, but the existing...

OpenReview
@hisham_hm I don't disagree. I just think that their #Associative and #Commutative properties may prevent you from getting a different name for each function, by definition.