In Section 3, the notion of minimal prime filter is introduced, we obtain this result that minimal prime filter is equivalent with minimal prime lattice filter in lattice implication algebra L.

2) Similarly, we can define minimal prime lattice filter of L in the same way with minimal prime filter of L as following:

Let L = (L, [disjunction], [conjunction], ', [right arrow], O, I) be a lattice implication algebra and P is a prime lattice filter of L.

Then F is a prime filter of L if and only if F is a prime lattice filter of L.

Obviously, P is a prime lattice filter by definitions of prime filter and prime lattice filter.

for any x,y [member of] L, it follows that x [right arrow] y [member of] F or y [right arrow] x [member of] F since F is a prime lattice filter.

Let F be a lattice filter of lattice implication algebra L.

Among the topics are discrete-time signals and systems, transform domain adaptive filters,

lattice filters, active noise control, and code division multiple access systems.

The unit also includes digital

lattice filters, individually adjustable collating chutes for high speed discharge and new high frequency technology to minimize load cell vibrations.

He also explores discrete time signals and systems, the z-transform, continuous- and discrete-time filters, active and passive filters,

lattice filters, continuous- and discrete-time state space models, and more.

The larch

lattice filters and diffuses the light, casting shimmering shadows through the interior.

The text consist of 11 parts: optimal estimation, linear estimation, stochastic gradient algorithms, mean-square performance, transient performance, block adaptive filters, least-squares methods, array algorithms, fast RLS algorithms,

lattice filters, and robust filters.