Published June 20, 2023
| Version v1
Dataset
Open
Systems for equational additivity
Authors/Creators
- 1. Institute of Discrete Mathematics and Geometry, TU Wien
- 2. Johannes Kepler Universität Linz
Description
This dataset contains code to verify that the solution sets of certain systems of equations over finite algebras are equal to the relation \(\Delta^{(4)}_A\), which ensures that the clone of that algebra possesses a property called equational additivity. Moreover, we have added code that produces input files for the universal algebra calculator (uacalc), which simplifies the check of certain claims in our preprint ‘On when the union of two algebraic sets is algebraic’ (the final version of which can be found here).
Files
systems4_eqn_add.pdf
Files
(538.6 kB)
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Additional details
Funding
- FWF Austrian Science Fund
- Equations in Universal Algebra P 33878
Software
- Programming language
- Python