Pages that link to "Item:Q701108"

The following pages link to Diophantine definability and decidability in large subrings of totally real number fields and their totally complex extensions of degree 2 (Q701108):

Displaying 20 items.

• Defining the integers in large rings of a number field using one universal quantifier (Q843611) (← links)
• Diophantine undecidability for some function fields of infinite transcendence degree and positive characteristic (Q937914) (← links)
• Rings of algebraic numbers in infinite extensions of \(\mathbb Q\) and elliptic curves retaining their rank (Q1005933) (← links)
• Diophantine undecidability of holomorphy rings of function fields of characteristic 0 (Q1041275) (← links)
• Diophantine definability over some rings of algebraic numbers with infinite number of primes allowed in the denominator (Q1365349) (← links)
• La définissabilité des entiers dans les corps de courbes réelles archimédiens. (Definability of the natural numbers in function fields over an Archimedean field) (Q1408109) (← links)
• Defining integrality at prime sets of high density in number fields. (Q1974973) (← links)
• Diophantine definability and decidability in extensions of degree 2 of totally real fields (Q2370285) (← links)
• First-order definitions of rational functions and \({\mathcal S}\)-integers over holomorphy rings of algebraic functions of characteristic 0 (Q2570137) (← links)
• Definability of the ring of integers in some infinite algebraic extensions of the rationals (Q2910987) (← links)
• Complex continuations of ℝ_an,exp-definable unary functions with a diophantine application (Q3188344) (← links)
• Extensions of Hilbert’s Tenth Problem: Definability and Decidability in Number Theory (Q3305316) (← links)
• Elliptic curves retaining their rank in finite extensions and Hilbert's Tenth Problem for rings of algebraic numbers (Q3508028) (← links)
• DIOPHANTINE DEFINABILITY OVER HOLOMORPHY RINGS OF ALGEBRAIC FUNCTION FIELDS WITH INFINITE NUMBER OF PRIMES ALLOWED AS POLES (Q4235643) (← links)
• Hilbert’s Tenth Problem and Mazur’s Conjecture for large subrings of $\mathbb {Q}$ (Q4419573) (← links)
• On Diophantine definability and decidability in some infinite totally real extensions of ℚ (Q4813802) (← links)
• Julia Robinson numbers (Q5232171) (← links)
• As easy as $\mathbb {Q}$: Hilbert’s Tenth Problem for subrings of the rationals and number fields (Q5369029) (← links)
• Diophantine definability of infinite discrete nonarchimedean sets and Diophantine models over large subrings of number fields (Q5711478) (← links)
• Defining \(\mathbb{Z}\) using unit groups (Q6595585) (← links)