A contravariant tensor is a type of tensor that transforms according to the rules of contravariance under a change of coordinates. This means that when coordinates are changed, the components of a contravariant tensor transform by the inverse of the Jacobian matrix associated with the transformation. This property makes contravariant tensors crucial in understanding how geometric and physical quantities change in different coordinate systems, especially when computing covariant derivatives of tensor fields.
congrats on reading the definition of Contravariant Tensor. now let's actually learn it.