Spinors are rotating three-dimensional vectors or quaternions. Perhaps, spins can define space axes, and three real-number orthogonal independent spinor components make three-dimensional space {spinors and mental space}.
Tensors are scalars, vectors, matrices, three-dimensional arrays, and so on, that represent linear operations. Tensors can model flows and fields. Integrating tensors over one dimension decreases dimension by one. Differentiating tensors over one dimension increases dimension by one. Three tensor differentiations can build three dimensions from one scalar {tensors and space}.
1-Consciousness-Speculations-Space-Mathematics
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Date Modified: 2022.0225