Reading about libraries in Julia for geometric algebra, I found Grassmann.jl. This is going to require more knowledge of advanced algebra than I have to use effectively, but while reading about it I noticed the author describe how they can achieve very high dimension numbers. They claim ~4.6e18 dimensions.
Only barely related, but Grassmann numbers are hilariously weird. Among other properties, their square is always zero (though they’re generally non-zero).
Reading about libraries in Julia for geometric algebra, I found Grassmann.jl. This is going to require more knowledge of advanced algebra than I have to use effectively, but while reading about it I noticed the author describe how they can achieve very high dimension numbers. They claim ~4.6e18 dimensions.
That’s a lotta dimensions!
Only barely related, but Grassmann numbers are hilariously weird. Among other properties, their square is always zero (though they’re generally non-zero).