Generalized Tensors

Generalized tensors are mathematical objects that extend the concept of regular tensors by enabling more flexible ways to transform and relate data across different contexts or coordinate systems. While regular tensors can be viewed as multi-dimensional arrays used in physics and engineering to represent complex relationships, generalized tensors incorporate additional structures or rules, allowing them to adapt to more intricate or abstract scenarios. They are useful in advanced mathematics and physics for modeling complex systems, emphasizing their ability to encode relationships that change or adapt in non-standard ways across different frameworks or dimensions.