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Reliable Implementation of Real Number Algorithms: Theory and Practice
This book constitutes the revised papers of the International Seminar on Reliable Implementation of Real Number Algorithms, held at Dagstuhl Castle, Germany, in January 2006. The Seminar was inteded to stimulate an exchange of ideas between the different communities that deal with the problem of reliable implementation of real number algorithms. Topics included formal proofs, software libraries, systems and platforms, as well as computational geometry and solid modelling.
Improving Teachers’ Understanding of Antisocial Orientation
Teaching can be a challenging and demanding profession because teachers must deliver lessons that meet the educational needs of a diverse range of learners. Student misbehavior during class time is expected, and, therefore, many teacher training programs provide training in classroom management. However, teachers and school staff have expressed concerns about students disregarding classroom management interventions. Furthermore, they have also indicated a lack of training in how to manage and respond to student aggression and violence. Students who are hostile, aggressive, defiant, and engaging in antisocial behaviors are said to be expressing an antisocial orientation. The purpose of this b...
Issues in Robotics and Nonlinear Geometry
Very Good,No Highlights or Markup,all pages are intact.
Geometric and Solid Modeling
It is the view of the author that the streams of geometric and solid modeling are converging, and that as the importance of this convergence is anticipated and recognized, the need for the development of techniques to bridge the gap between the two becomes critical. This book is devoted to filling that need. "Geometric and Solid Modeling" deals with the concepts and tools needed to design and implement solid-modeling systems and their infrastructure and substrata, making this information remarkably accessible--to the novice as well as to the experienced designer. The essential algorithms and the underlying theory needed to design these systems are given primary emphasis. Techniques for the study and implementation of geometric algorithms are taken from computer science, numerical analysis, and symbolic computation, among other areas. Special attention is given to geometric investigations of implicit and parametric surfaces, with the focal point being the possible integration of geometric and solid modeling.
