🎬visualize a generic type (0, 3) tensor and then show how a zero tensor appears

Mapping Components to Space: The 3D scatter plot provides a tangible representation of the tensor's structure. Each point's position on the grid corresponds directly to a specific component based on its indices ( i, j, k ). Zero as Uniformity: A non-zero tensor is visually rich, with points of varying colors representing the different values of its components. The zero tensor, in contrast, is visually uniform-all points share the same color, effectively showing that every component holds the exact same value of zero.

The Uniqueness of the Zero Tensor under Specific Symmetry Constraints | Proof and Derivationviadean on Notion