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|Title||The Brooks-Jewett theorem for -triangular functions on difference posets and orthoalgebras|
We introduce k-triangular functions on difference posets and we prove a Brooks-Jewett-type theorem for such functions that are defined on a difference poset (or an effect algebra) satisfying the weak subsequential interpolation property. This result enables us to obtain the previously known Brooks-Jewett theorems for orthoalgebras and orthomodular lattices.
|Published in||Mathematica Slovaca|
|Series||Volume: 47, Number: 4|
|Publisher||Mathematical Institute of the Slovak Academy of Sciences|
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