>>12633036wow I wonder if higher dimensional math has any applications? look at this paper which made into into IEEE FOCS, one of the largest CS/engineering conferences out there
https://arxiv.org/pdf/1609.02094.pdfThe first paragraph:
>"In modern algorithm design, often data is high-dimensional, and one seeks to first pre-process the datavia some dimensionality reduction scheme that preserves geometry in such a way that is acceptable for
particular applications. The lower-dimensional embedded data has the benefit of requiring less storage, less
communication bandwith to be transmitted over a network, and less time to be analyzed by later algorithms.
Such schemes have been applied to good effect in a diverse range of areas, such as streaming algorithms
[Mut05], numerical linear algebra [Woo14], compressed sensing [CRT06, Don06], graph sparsification [SS11],
clustering [BZMD15, CEM+15], nearest neighbor search [HIM12], and many others."
You could have easily googled this for more immediate examples in other fields.
