Pages that link to "Item:Q3121192"
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The following pages link to An application of the Kato-Temple inequality on matrix eigenvalues to the dqds algorithm for singular values (Q3121192):
Displaying 6 items.
- A new subtraction-free formula for lower bounds of the minimal singular value of an upper bidiagonal matrix (Q494684) (← links)
- An implementation of the dqds algorithm (positive case) (Q1976917) (← links)
- PACF: a precision-adjustable computational framework for solving singular values (Q2101911) (← links)
- A shift strategy for superquadratic convergence in the dqds algorithm for singular values (Q2252236) (← links)
- dqds with aggressive early deflation (Q2903109) (← links)
- Once more about the monotonicity of the Temple quotients (Q3732368) (← links)