Pages that link to "Item:Q4638984"
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The following pages link to THERE ARE NO INTERMEDIATE STRUCTURES BETWEEN THE GROUP OF INTEGERS AND PRESBURGER ARITHMETIC (Q4638984):
Displaying 10 items.
- Expansions of the group of integers by Beatty sequences (Q2067513) (← links)
- The additive structure of integers with the lower Wythoff sequence (Q2700820) (← links)
- Definable sets up to definable bijections in Presburger groups (Q4642703) (← links)
- (Q5009704) (← links)
- THE ADDITIVE GROUPS OF AND WITH PREDICATES FOR BEING SQUARE-FREE (Q5021918) (← links)
- Lattice of definability (of reducts) for integers with successor (Q5033990) (← links)
- Interpolative fusions (Q5156475) (← links)
- A NEW DP-MINIMAL EXPANSION OF THE INTEGERS (Q5222527) (← links)
- Model-completeness and decidability of the additive structure of integers expanded with a function for a Beatty sequence (Q6584962) (← links)
- Additive reducts of real closed fields and strongly bounded structures (Q6628973) (← links)
