Pages that link to "Item:Q1381279"
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The following pages link to Computations with Gohberg-Semencul-type formulas for Toeplitz matrices (Q1381279):
Displaying 13 items.
- The stability of formulae of the Gohberg-Semencul-Trench type for Moore-Penrose and group inverses of Toeplitz matrices (Q269264) (← links)
- Modify Levinson algorithm for symmetric positive definite Toeplitz system (Q281479) (← links)
- The inverses of block Toeplitz matrices (Q355663) (← links)
- A Gohberg-Semencul type formula for the inverse of conjugate-Toeplitz matrix and applications (Q1753356) (← links)
- Recursive self preconditioning method based on Schur complement for Toeplitz matrices (Q1944751) (← links)
- Superfast solution of Toeplitz systems based on syzygy reduction (Q1947118) (← links)
- An unconditionally convergent RSCSCS iteration method for Riesz space fractional diffusion equations with variable coefficients (Q2079361) (← links)
- Fast direct solver for CN-ADI-FV scheme to two-dimensional Riesz space-fractional diffusion equations (Q2242708) (← links)
- Preconditioning RBF collocation method by adapted finite difference matrix (Q2305571) (← links)
- Fast Computation of the Matrix Exponential for a Toeplitz Matrix (Q3130420) (← links)
- A Variant of the Gohberg–Semencul Formula Involving Circulant Matrices (Q3977062) (← links)
- Fast TTTS iteration methods for implicit Runge-Kutta temporal discretization of Riesz space fractional advection-diffusion equations (Q6103627) (← links)
- Fast algorithms for the solution of perturbed symmetric Toeplitz linear system and its applications (Q6563128) (← links)
