The upper indices indicate contravariant components. Here the standard convention is that Latin indices take values for spatial components, so that "i" = 1, 2, 3, and Greek indices take values for space "and time" components, so "α" = 0, 1, 2, 3, used with the summation convention. The split between the time component and the spatial components is a useful one to make when determining contractions of one four vector with other tensor quantities, such as for calculating Lorentz invariants in inner products (examples are given below), or raising and lowering indices.