A Memory Lattice of Quadrature Memory Filter Groups
Daniel T. Laird · 2004
This paper discusses a memory architecture that realizes a group structure of data filters on a lattice of control strings (sets). The lattice filters concatenate & parse control strings for memory I/0 using a method that in various ways mirrors' orthogonal quadrature signal filtering from wavelet theory (thus the name). The lattice indicates algebraic structures, of partial orders & set inclusion, that filters perform on the control string sets'. There are many ways to realize memorization of controls for system configuration: this is one way that I found interesting for its algebraic structure.