negative index of inertia
maximal dimension of a subspace where quadratic form is negative-definite
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negative index of inertia
Summary
negative index of inertia is an invariant[1].
Key Facts
- negative index of inertia's instance of is recorded as invariant[2].
- negative index of inertia's subclass of is recorded as non-negative integer[3].
- negative index of inertia's different from is recorded as signature[4].
- negative index of inertia's uses is recorded as dimension of a vector space[5].