Pages that link to "Item:Q952452"
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The following pages link to On the polyhedral complexity of the integer points in a hyperball (Q952452):
Displaying 10 items.
- From prima quadraginta octant to lattice sphere through primitive integer operations (Q265044) (← links)
- On the characterization of absentee-voxels in a spherical surface and volume of revolution in \({\mathbb Z}^3\) (Q333630) (← links)
- On the polyhedra of graceful spheres and circular geodesics (Q528332) (← links)
- On different topological classes of spherical geodesic paths and circles in \(\mathbb{Z}^3\) (Q888442) (← links)
- Some theoretical challenges in digital geometry: a perspective (Q967394) (← links)
- On the intrinsic complexity of point finding in real singular hypersurfaces (Q990944) (← links)
- Determining digital circularity using integer intervals (Q1932889) (← links)
- On Some Local Topological Properties of Naive Discrete Sphere (Q2815200) (← links)
- Point searching in real singularcomplete intersection varieties: algorithms of intrinsic complexity (Q2871188) (← links)
- Digital Straightness, Circularity, and Their Applications to Image Analysis (Q4648755) (← links)
