Duality of Fix-Points for Distributive Lattices
Prahladavaradan Sampath
Abstract
We present a novel algorithm for calculating fix-points. The algorithm calculates fix-points of an endo-function f on a distributive lattice, by performing reachability computation a graph derived from the dual of f; this is in comparison to traditional algorithms that are based on iterated application of f until a fix-point is reached.
Create a lesson
Related papers
Product Structure Meets Track Layouts
Michael A. Bekos, Giordano Da Lozzo, Petr Hliněný et al.
The Randomized Query Complexity of Finding Minimal Elements in Bounded-Width Posets
Luyao Fan, Jiayang Zou, Jiayang Gao et al.
On the Instance Optimality of Bidirectional Dijkstra's Algorithm
Matic Požar
Hadamard Flattening and Gaussian Pooling Sketch for Least Squares with Coordinate-wise Guarantee
Zhao Song, Lichen Zhang
Cheaper by the Batch: Shared Traversal for Genotype Graph Editing
Aaron Li, Yifan Li, Drew DeHaas et al.
Unpublished Draft: A Post-Processing Approach to Fairness in Tie-Aware Rankings
Somya Nigam, Johan Springael, Kenneth Sörensen