Is the Visual Cortex a “Clifford Algebra Quantum Computer”?

We propose a novel method to calculate invariants of color and multicolor nD images. It employs an idea of multidimensional hypercomplex numbers and combines it with the idea of Fourier-Clifford-Galois Number Theoretical Transforms over hypercomplex algebras, which reduces the computational complexity of a global recognition algorithm from \( O(knN^{n + 1} ) \) to \( O(knN^n \log N) \) for nD k-multispectral images. Prom this point of view the visual cortex of a animal’s brain can by considered as a “Fast Clifford Algebra Quantum Computer”.