Image And Kernel Definition. Jump to navigation jump to search. The kernel is a subset of g while the kernel is a subset of h.
For other uses see kernel disambiguation. In both cases the kernel is the set of solutions of the corresponding homogeneous linear equations ax 0 or bx 0. An image kernel is a small matrix used to apply effects like the ones you might find in photoshop or gimp such as blurring sharpening outlining or embossing.
They re also used in machine learning for feature extraction a technique for determining the most important portions of an image.
For other uses see kernel disambiguation. The kernel of t also called the null space of t is the inverse image of the zero vector 0 of w ker t t 1 0 fv 2vjtv 0g. In fact both are subgroups. Jump to navigation jump to search.