Computational Methods in Applied Sciences

<ul><li>Preface</li><li>I. Computational Science as a Key Element of Engineering Progress</li><li>Simulation-Based Engineering Science Challenges of the 21st Century</li><li>II. Computational Methods and its Application</li><li>Bootstrap Identification of Confidence Intervals for the Non-Linear DoE Model</li><li>Computation of Exterior Acoustics Problems in Two Dimensions by Trefftz-Type Finite Elements</li><li>Fuel Recognition Using Particle Swarm Optimization of Classification Trees</li><li>Precision Mechanics of Contact Surfaces in the Transition from Stick to Slip</li><li>The Iterative Shooting Method Applied to the Modeling of the In-Run Profile of a Ski Jumping Hill</li><li>The Modified Power Method for Solving the Eigenvalue Problem with the Use of Idempotent Matrix</li><li>The Study of the Effect of Static Axial Loads on Vertically-Mounted Tapered Cantilever Transverse Vibrations Using the Cauchy Function</li><li>Assessment of GPU Computational Efficiency for Various Rendering Engines</li><li>III. Applied Mechanics and Terotechnology</li><li>Analysis of Thick-Walled Pipeline Elements Operating in Creep Conditions</li><li>Evaluation of the Uncertainty of Selected Parameters that Characterise Diesel Engine Work</li><li>Preliminary Research on Applying Self-Excited System for Bridge Stress Measurement</li><li>Analysis of Structure of Elements for Automotive Industry</li><li>Optimization of the Selection Process of Galvanic Coatings</li><li>Design of Continuous Passive Motion Machine Based on Kinematic Model of Lower Limb</li><li>IV. Biotechnology Applications</li><li>Application of Advanced Statistical Methods in the Plant Biotechnology and Phytochemistry</li><li>Kinect Application as Virtual Patient Assistant on the Example of the Shoulder Pain Exercises</li><li>The Analysis of Utility and Necessity of Construction and Modernization of the Devices for Lower Limb Passive Exercise</li></ul>