Alexander G. Ramm <br/><br/>
Dynamical Systems Method for Solving Nonlinear Operator Equations / 

 -  Elsevier,  2007. 
<br/><br/>Chapter 1 Introduction<br/>Pages 1-8<br/><br/>Chapter 2 Ill-posed problems<br/>Pages 9-59<br/><br/>Chapter 3 DSM for well-posed problems<br/>Pages 61-74<br/><br/>Chapter 4 DSM and linear ill-posed problems<br/>Pages 75-95<br/><br/>Chapter 5 Some inequalities<br/>Pages 97-108<br/><br/>Chapter 6 DSM for monotone operators<br/>Pages 109-119<br/><br/>Chapter 7 DSM for general nonlinear operator equations<br/>Pages 121-131<br/><br/>Chapter 8 DSM for operators satisfying a spectral assumption<br/>Pages 133-139<br/><br/>Chapter 9 DSM in Banach spaces<br/>Pages 141-148<br/><br/>Chapter 10 DSM and newton-type methods without inversion of the derivative<br/>Pages 149-157<br/><br/>Chapter 11 DSM and unbounded operators<br/>Pages 159-161<br/><br/>Chapter 12 DSM and nonsmooth operators<br/>Pages 163-176<br/><br/>Chapter 13 DSM as a theoretical tool<br/>Pages 177-182<br/><br/>Chapter 14 DSM and iterative methods<br/>Pages 183-195<br/><br/>Chapter 15 Numerical problems arising in applications<br/>Pages 197-239<br/><br/><br/> 
<br/><br/><label>ISBN: </label>9780444527950