Nosarzewska's Inequality
Given a convex Plane region with Area 
and Perimeter 
,
where
is the number of enclosed Lattice Points (Nosarzewska 1948).This improves on Jarnick's Inequality
See also Jarnick's Inequality, Lattice Point
References
Nosarzewska, M. ``Évaluation de la différence entre l'aire d'une région plane convexe et le nombre des points aux coordonnées entières couverts par elle.'' Colloq. Math. 1, 305-311, 1948.
- Twin Primes
- Twin Primes Constant
- Twins
- Twirl
- Twist
- Twisted Chevalley Groups
- Twisted Conic
- Twisted Sphere
- Twist Map
- Twist Move
- Twist Number
- Twist-Spun Knot
- Two
- Two-Ears Theorem
- Two-Point Distance
- Two Triangle Theorem
- Tychonof Compactness Theorem
- Type
- Type I Error
- Type II Error
- Ulam Map
- Ulam Number
- Ulam Sequence
- Ulam's Problem
- Ultrametric