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- Ideal Point
- Idele
- Idemfactor
- Idempotent
- Identity
- Identity Element
- Identity Function
- Identity Map
- Identity Matrix
- Identity Operator
- Idoneal Number
- Iff
- Ill-Conditioned
- Illumination Problem
- Illusion
- Image
- Imaginary Identity
- Imaginary Number
- Imaginary Part
- Imaginary Point
- Imaginary Quadratic Field
- Immanant
- Immersed Minimal Surface
- Immersion
- Impartial Game