GEOMETRIC COMPUTATIONS WITH INTERVAL AND NEW ROBUST METHODS
π Geometric Computations with Interval and Robust Methods β Precision Meets Power
βGeometric Computations with Interval and New Robust Methodsβ is a cutting-edge reference book that addresses one of the most critical challenges in computational geometry β numerical robustness. It presents innovative methods that ensure geometric algorithms work accurately and reliably, even when floating-point arithmetic introduces rounding errors and inconsistencies.
Ideal for researchers and developers working in computer graphics, GIS, CAD, robotics, and scientific simulations, this book introduces interval arithmetic and advanced techniques like exact geometric computation (EGC), adaptive precision, and error-bounding strategies. It shows how to implement geometric primitives (like intersections, orientations, convex hulls, and boolean operations) with absolute precision and algorithmic reliability.
This book is valuable for:
- π§ Computational geometry researchers
- π Developers building precision-critical spatial applications
- π€ Robotics and CAD system designers
- πΊοΈ GIS and spatial data scientists
Whether you're modeling complex 3D structures or building geometry-heavy simulations, this book ensures your computations stay stable, even under extreme edge cases.
Keywords: Robust Geometry Algorithms, Interval Arithmetic, Computational Geometry, Floating-Point Errors, Exact Geometric Computation, Adaptive Precision, CAD Algorithms, GIS Accuracy
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