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Subspace iteration
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Mathematics
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Algebra
Linear algebra
Linear operator theory
Power method
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Subspace iteration repeatedly applies a matrix to several independent vectors and orthonormalizes them, converging to a dominant invariant subspace when a spectral gap separates the selected eigenvalue cluster.
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Dominant invariant subspace
Subspace iteration
16
Power method with a dominant eigenvalue cluster
Subspace iteration
23
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Power method
Linear operator theory
Linear algebra
Algebra
Area of mathematics
Mathematics
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Solution
Two-column dominant-subspace condition