Pages that link to "Item:Q785335"
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The following pages link to Towards Hilbert's tenth problem for rings of integers through Iwasawa theory and Heegner points (Q785335):
Displaying 16 items.
- Division-ample sets and the Diophantine problem for rings of integers (Q819874) (← links)
- Existential decidability for addition and divisibility in holomorphy subrings of global fields (Q2167510) (← links)
- Elliptic curves, \(L\)-functions, and Hilbert's tenth problem (Q2406359) (← links)
- A universal first-order formula defining the ring of integers in a number field (Q2510101) (← links)
- Hilbert’s Tenth Problem and Mazur’s Conjecture for large subrings of $\mathbb {Q}$ (Q4419573) (← links)
- Diophantine problems in solvable groups (Q4997864) (← links)
- NOTES ON THE DPRM PROPERTY FOR LISTABLE STRUCTURES (Q5070471) (← links)
- Rank growth of elliptic curves over 𝑁-th root extensions (Q6044581) (← links)
- Existential definability and diophantine stability (Q6048600) (← links)
- REMARKS ON HILBERT’S TENTH PROBLEM AND THE IWASAWA THEORY OF ELLIPTIC CURVES (Q6135512) (← links)
- RANK JUMPS AND GROWTH OF SHAFAREVICH–TATE GROUPS FOR ELLIPTIC CURVES IN -EXTENSIONS (Q6143367) (← links)
- Superficies elípticas y el décimo problema de Hilbert (Q6146557) (← links)
- \(\lambda\)-invariant stability in families of modular Galois representations (Q6173688) (← links)
- Hilbert's tenth problem in anticyclotomic towers of number fields (Q6567172) (← links)
- Defining \(\mathbb{Z}\) using unit groups (Q6595585) (← links)
- Studying Hilbert's 10th problem via explicit elliptic curves (Q6634460) (← links)
