Pages that link to "Item:Q2004948"
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The following pages link to A generic effective Oppenheim theorem for systems of forms (Q2004948):
Displaying 8 items.
- Quantitative Oppenheim conjecture for \(S\)-arithmetic quadratic forms of rank \(3\) and \(4 \) (Q2030053) (← links)
- Rogers' mean value theorem for \(S\)-arithmetic Siegel transforms and applications to the geometry of numbers (Q2161327) (← links)
- Khintchine-type theorems for values of subhomogeneous functions at integer points (Q2659842) (← links)
- Explicit solutions to the Oppenheim conjecture forindefinite ternary diagonal forms (Q5056308) (← links)
- Effective Density for Inhomogeneous Quadratic Forms I: Generic Forms and Fixed Shifts (Q5068523) (← links)
- Values of inhomogeneous forms at <i>S</i> ‐integral points (Q6048796) (← links)
- Second moment of the light-cone Siegel transform and applications (Q6049888) (← links)
- Inhomogeneous Diophantine approximation for generic homogeneous functions (Q6107931) (← links)
