Self-Adjoint Matrix
A Matrix A for which
where the Adjoint Operator is denoted
, 
is the Matrix Transpose, and 
is theComplex Conjugate. If a Matrix is self-adjoint, it is said to be Hermitian.See also Adjoint Operator, Hermitian Matrix, Matrix Transpose- Bipolar Coordinates
- Bipolar Cylindrical Coordinates
- Biprism
- Bipyramid
- Biquadratefree
- Biquadratic Equation
- Biquadratic Number
- Biquadratic Reciprocity Theorem
- Biquaternion
- Birational Transformation
- Birch Conjecture
- Birch-Swinnerton-Dyer Conjecture
- Birkhoff's Ergodic Theorem
- Birotunda
- Birthday Attack
- Birthday Problem
- Bisected Perimeter Point
- Bisection Procedure
- Bisector
- Bishop's Inequality
- Bishops Problem
- Bislit Cube
- Bispherical Coordinates
- Bitangent
- Bit Complexity