E-book
Numerical Methods for Differential Equations, Optimization, and Technological Problems [electronic resource] : Dedicated to Professor P. Neittaanmäki on His 60th Birthday / edited by Sergey Repin, Timo Tiihonen, Tero Tuovinen.
Record details
- ISBN: 9789400752887
- Physical Description: XX, 444 p. 159 illus., 102 illus. in color. online resource.
- Publisher: Dordrecht : Springer Netherlands : 2013.
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Electronic resources
Foreword | ||
| Preface | ||
| Part I Numerical Methods for Nonlinear Problems | ||
| The Finite Element Immersed Boundary Method for the Numerical Simulation of the Motion of Red Blood Cells in Microfluidic Flows, by Ronald H. W. Hoppe and Christopher Linsenmann | ||
| Iterative Solution Methods for the Large-Scale Constrained Saddle Point Problems , by Erkki Laitinen and Alexander Lapin | ||
| Analytical-Numerical Methods for Hidden Attractorsâ Localization: The 16th Hilbert Problem, Aizerman and Kalman Conjectures, and Chua Circuits, by Gennady A. Leonov and Nikolay V. Kuznetsov | ||
| Numerical Study of a High Order 3D FEM-Level Set Approach for Immiscible Flow Simulation, by Stefan Turek, Otto Mierka, Shuren Hysing, and Dmitri Kuzmin | ||
| GAs and Nash GAs Using a Fast Meshless Method for CFD Design, by Hong Wang, Hong-Quan Chen, and Jacques Periaux | ||
| Part II Reliable Methods for Computer Simulation | ||
| ^ | ||
| Balancing Discretization and Iteration Error in Finite Element A Posteriori Error Analysis , by Rolf Rannacher and Jevgeni Vihharev | ||
| On Quantitative Analysis of an Ill-Posed Elliptic Problem with Cauchy Boundary Conditions , by Sergey Repin and Tuomo Rossi | ||
| On the Advantages and Drawbacks of A Posteriori Error Estimation for Fourth-Order Elliptic Problems , by Karel Segeth | ||
| Upper Bound for the Approximation Error for the Kirchhoff-Love Arch Problem , by Olli Mali | ||
| Guaranteed Error Bounds for a Class of Picard-Lindelöf Iteration Methods , by Svetlana Matculevich, Pekka Neittaanmäki, and Sergey Repin | ||
| Part III Analysis of Noised and Uncertain Data | ||
| Hermitian Interpolation Subject to Uncertainties , by Jean-Antoine Désidéri, Manuel Bompard, and Jacques Peter | ||
| Inversion of the Heat Equation by a Block Based Algorithm Using Spline Wavelet Packets , by Amir Averbuch, Pekka Neittaanmäki, and Valery Zheludev | ||
| ^ | ||
| ^^ | ||
| Comparison Between Two Multi-Objective Optimization Algorithms: PAES and MGDA. Testing MGDA on Kriging Metamodels , by Adrien Zerbinati, Jean-Antoine Désidéri, and Régis Duvigneau | ||
| Polar Classification of Nominal Data , by Guy Wolf, Shachar Harussi, Yaniv Shmueli, and Amir Averbuch | ||
| Part IV Optimization Methods | ||
| Subgradient and Bundle Methods for Nonsmooth Optimization , by Marko M. Mäkelä, Napsu Karmitsa, and Adil Bagirov | ||
| Shape Optimization via Control of a Shape Function on a Fixed Domain: Theory and Numerical Results , by Peter Philip and Dan Tiba | ||
| Multi-Objective Actuator Placement Optimization for Local Sound Control Evaluated in a Stochastic Domain, by Tuomas Airaksinen and Timo Aittokoski | ||
| From the Idea of Bone Remodelling Simulation to Parallel Structural Optimisation , by Michal Nowak | ||
| Part V Mathematical Models Generated by Modern Technological Problems | ||
| ^ | ||
| ^^ | ||
| Uncertainties in Contact Mechanics and Shape Optimization Problems , by Nikolay Banichuk and Svetlana Ivanova | ||
| PPPC â Peer-2-Peer Streaming and Algorithm for Creating Spanning Trees for Peer-2-Peer Networks , by Amir Averbuch, Yehuda Roditi, and Nezer Jacob Zaidenberg | ||
| Safety Analysis and Optimization of Travelling Webs Subjected to Fracture and Instability , by Nikolay Banichuk, Svetlana Ivanova, Matti Kurki, Tytti Saksa, Maria Tirronen, and Tero Tuovinen | ||
| Dynamic Behaviour of a Travelling Viscoelastic Band in Contact With Rollers, by Tytti Saksa, Nikolay Banichuk, Juha Jeronen, Matti Kurki, and Tero Tuovinen | ||
| Visual Contrast Preserving Representation of High Dynamic Range Mathematical Functions , by Juha Jeronen | ||
| Failure Simulations with a Strain Rate Dependent Ductile-to-Brittle Transition Model , by Juha Hartikainen, Kari Kolari, and Reijo Kouhia.. | ||
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