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- W2905190362 abstract "Following a recent paper by Herrlich and Tachtsis, we investigate in ZFC the following compactness question: for which unountable cardinals $kappa$, an arbitrary nonempty system $S$ of homogeneous $mathbb Z$-linear equations is nontrivially solvable in $mathbb Z$ provided that each its nonempty subsystem of cardinality $<kappa$ is nontrivially solvable in $mathbb Z$?" @default.
- W2905190362 created "2018-12-22" @default.
- W2905190362 creator A5044339594 @default.
- W2905190362 date "2018-12-17" @default.
- W2905190362 modified "2023-10-17" @default.
- W2905190362 title "On the nontrivial solvability of systems of homogeneous linear equations over $mathbb Z$ in ZFC." @default.
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