keyword
filter approximation
Filter approximation is a model compression and acceleration technique in deep learning that replaces high-dimensional convolutional filters with computationally efficient, lower-rank representations while preserving feature extraction capabilities. The approach exploits redundancies across spatial dimensions and channel distributions by decomposing dense filter tensors into simpler components, such as low-rank matrix or tensor expansions and separable filter bases. By transforming heavy multidimensional convolution operations into sequences of smaller, lower-cost operations, filter approximation significantly reduces parameter counts and floating-point operations, enabling faster inference and lower memory usage during deployment with minimal loss in model accuracy.
1 item

