positive-semidefinite matrix
type of symmetric matrix
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positive-semidefinite matrix
Summary
Key Facts
- positive-semidefinite matrix's subclass of is recorded as copositive matrix[1].
- positive-semidefinite matrix's defining formula is recorded as \forall\mathbf{x}\in\R^n \quad \mathbf{x}^\top M\ \mathbf{x} \geq 0[2].
- positive-semidefinite matrix's MathWorld ID is recorded as PositiveSemidefiniteMatrix[3].
- positive-semidefinite matrix's in defining formula is recorded as \mathbf x[4].
- positive-semidefinite matrix's in defining formula is recorded as \R^n[5].
- positive-semidefinite matrix's in defining formula is recorded as \top[6].
- positive-semidefinite matrix's in defining formula is recorded as 0[7].
- positive-semidefinite matrix's in defining formula is recorded as \forall[8].