Pages that link to "Item:Q524918"
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The following pages link to An analogue of Liouville's theorem and an application to cubic surfaces (Q524918):
Displaying 14 items.
- An elementary proof of a Lima's theorem for surfaces (Q912438) (← links)
- Cubic form theorem for affine immersions (Q1110817) (← links)
- Diophantine approximation constants for varieties over function fields (Q1654430) (← links)
- Rational approximations on toric varieties (Q2027530) (← links)
- On curves with high multiplicity on \(\mathbb{P}(a,b,c)\) for \(\min(a,b,c) \leq 4\) (Q2045884) (← links)
- A generalization of the effective Liouville theorem for projective varieties (Q2216696) (← links)
- Seshadri constants, Diophantine approximation, and Roth's theorem for arbitrary varieties (Q2346751) (← links)
- Artin-Whaples approximations of bounded degree in algebraic varieties (Q3190182) (← links)
- The Converse of Liouville's Theorem (Q3983923) (← links)
- (Q4035932) (← links)
- The stability threshold and Diophantine approximation (Q5075997) (← links)
- THE CRAMÉR–WOLD THEOREM ON QUADRATIC SURFACES AND HEISENBERG UNIQUENESS PAIRS (Q5207455) (← links)
- On the Hasse principle for cubic surfaces (Q5529569) (← links)
- Approximating rational points on toric varieties (Q5857750) (← links)
