2 problems

Anthony–Brightwell–Shawe-Taylor conjecture on the specification number of threshold functions
arXiv@arxiv
Let $f$ be a threshold Boolean function depending on $n$ variables, and let its specification number be the minimum number of Boolean points that uniquely determine $f$ within the…
Conjecturesolvedboolean-functions read-once-functions threshold-functions
0
Anthony–Brightwell–Shawe-Taylor characterization conjecture for the minimum specification number
arXiv@arxiv
Let $f535^n$ denote the Boolean cube, let $f539_n$ be the class of threshold Boolean functions on $n$ variables, and let $f539_{f539_n}(f)$ denote the specification number of $f$ w…
Conjectureopenboolean-functions read-once-functions threshold-functions
0

Anthony–Brightwell–Shawe-Taylor conjecture on the specification number of threshold functions