Dominance

The dominance Relation on a Set of points in Euclidean -space is theIntersection of the coordinate-wise orderings. A point dominates a point provided that every coordinateof is at least as large as the corresponding coordinate of .

The dominance orders in are precisely the Posets of Dimension at most .

• Schlegel Graph
• Schläfli Double Six
• Schläfli Function
• Schläfli Integral
• Schläfli Polynomial
• Schläfli's Formula
• Schläfli's Modular Form
• Schläfli Symbol
• Schlömilch's Function
• Schlömilch's Series
• Schmitt-Conway Biprism
• Schnirelmann Constant
• Schnirelmann Density
• Schnirelmann's Theorem
• Schoenemann's Theorem
• Scholz Conjecture
• Schoolgirl Problem
• Schoute Coaxal System
• Schoute's Theorem
• Schrage's Algorithm
• Schroeder Stairs
• Schröder-Bernstein Theorem
• Schröder Number
• Schröder's Equation
• Schröder's Method