Directly Similar
Two figures are said to be Similar when all corresponding Angles are equal, and are directly similarwhen all corresponding Angles are equal and described in the same rotational sense.
See also Fundamental Theorem of Directly Similar Figures, Inversely Similar, Similar- Bifurcation Theory
- Bigraph
- Bigyrate Diminished Rhombicosidodecahedron
- Biharmonic Equation
- Biharmonic Operator
- Bijection
- Bilaplacian
- Bilinear
- Bilinear Basis
- Billiards
- Billiard Table Problem
- Billion
- Bilunabirotunda
- Bimagic Square
- Bimedian
- Bimodal Distribution
- Bimonster
- Bin
- Binary
- Binary Bracketing
- Binary Operator
- Binary Quadratic Form
- Binary Remainder Method
- Binary Tree
- Binet Forms