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Book Categories |
1 | Introduction | 1 |
2 | The long recurrences | 21 |
3 | The short recurrences | 43 |
4 | The Krylov aspects | 77 |
5 | Transpose-free methods | 105 |
6 | More on QMR | 117 |
7 | Look-ahead methods | 133 |
8 | General block methods | 151 |
9 | Some numerical considerations | 163 |
10 | And in practice ...? | 173 |
11 | Preconditioning | 193 |
12 | Duality | 279 |
A | Reduction of upper Hessenberg matrix to upper triangular form | 287 |
B | Schur complements | 293 |
C | The Jordan form | 295 |
D | Chebychev polynomials | 297 |
E | The companion matrix | 299 |
F | The algorithms | 301 |
G | Guide to the graphs | 313 |
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Add Krylov Solvers for Linear Algebraic Systems: Krylov Solvers, Vol. 11, The first four chapters of this book give a comprehensive and unified theory of the Krylov methods. Many of these are shown to be particular examples of the block conjugate-gradient algorithm and it is this observation that permits the unification of the , Krylov Solvers for Linear Algebraic Systems: Krylov Solvers, Vol. 11 to the inventory that you are selling on WonderClubX
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Add Krylov Solvers for Linear Algebraic Systems: Krylov Solvers, Vol. 11, The first four chapters of this book give a comprehensive and unified theory of the Krylov methods. Many of these are shown to be particular examples of the block conjugate-gradient algorithm and it is this observation that permits the unification of the , Krylov Solvers for Linear Algebraic Systems: Krylov Solvers, Vol. 11 to your collection on WonderClub |