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positive definite

   Also found in: Acronyms, Wikipedia 0.04 sec.
positive definite [′päz·əd·iv ′def·ə·nət]
(mathematics)
A square matrixAof ordernis positive definite iffor every choice of complex numbersx1,x2, …,xn, not all equal to 0, where x̄jis the complex conjugate ofxj.
A linear operatorTon an inner product space is positive definite if 〈Tu,u〉 is greater than 0 for all nonzero vectorsuin the space.


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