A NumPy stride is the number of bytes to step along a dimension to reach the next element. Together, shape and strides describe how an array view presents data in memory. section 4.4 section 4.1.2
Reading stride values
A one-dimensional array of 4-byte integers has a stride of 4. Reshaping the same data into a 2 × 5 matrix gives it a stride for each dimension; transposing the matrix changes those values while preserving shared memory. section 4.1.2
Stride changes can describe different views of existing array data:
- Reverse an array or image dimension by using a negative stride. section 4.1.3
- Use slicing, transposition, or rotation to present array data differently without copying it in the demonstrated cases. section 4.1.3
- Treat numpy.lib.stride_tricks.as_strided with extreme care because arbitrary shape and stride values can be wrong. section 4.1.3







