Implementation of product in poset category (binary tree).
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Updated
Dec 27, 2018 - Java
Implementation of product in poset category (binary tree).
Implementation of product in total poset category.
An optimization problem that deals with determining a minimum set of tree posets that cover a given input of linear orders
C program to display whether the given relation represents partial ordering poset and equivalence relation or not.
Programming languages and tools I
Implementation of product in powerset poset category.
This R package contains a function to apply MARMoT balancing technique, a function for computing the Deloof's approximation of the average rank (and also a parallelized version) and a function to compute the Absolute Standardized Bias.
LaTeX package for Hasse diagrams of partially ordered sets (in mathematics of finite partial orders and in causal set theory).
Finds all automorphisms on a given poset. Determines all of the possible permutations that are automorphisms and counts them. Additionally, there is a checker that takes in a poset and a permutation, and then determines if the permutation is an automorphism
[MOVED] Partially Ordered Sets
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