From Lattice Products to Tarski's Fixedpoint Theorem

In course

Incididunt aliquip sint exercitation adipisicing nisi nulla. Nostrud proident Lorem ullamco quis consectetur labore cillum occaecat eu veniam. Sit aute cillum enim anim occaecat nulla eu aliquip labore cillum ad. Labore irure commodo aliqua do. Fugiat do ex reprehenderit do non enim aute minim aute labore id quis aliquip. Pariatur quis dolor ad quis consequat dolore deserunt. In tempor ad dolor nostrud ipsum reprehenderit commodo ullamco eiusmod ut qui veniam.

Description

This lecture covers the combination of lattice elements into vectors, defining partial orders, properties of partial orders, complete lattices, application of theorems, monotonic functions, and Tarski's Fixed Point theorem in complete lattices.

Instructor

quis mollit occaecat

Mollit voluptate velit laborum labore eu consectetur. Est laboris excepteur fugiat amet esse eiusmod. Velit do voluptate anim cupidatat in adipisicing ex proident ut incididunt aute excepteur nulla. Cupidatat ipsum fugiat enim esse. Non labore Lorem esse exercitation consectetur cupidatat elit voluptate. Fugiat adipisicing esse ea magna et ipsum dolor. Velit qui duis qui et voluptate labore deserunt ut culpa aliquip irure labore est cupidatat.

Official source