CryptoWizardry
Wed Jul 24 2024
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6 answers
1213
Is a tensor a 3D matrix?
Could you please clarify if a tensor can indeed be accurately described as a 3D matrix? It's a commonly heard comparison, but I'd like to understand if this terminology is fully accurate or if it's a simplification for the sake of easier understanding. Are there key differences between tensors and 3D matrices that should be noted, especially in the context of their applications and properties?
