Theory and Practice of Geometric Modeling - Conference Proceedings

In this review the proceedings volume Theory and Practice of Geometric Modeling is assessed as a specialist reference for researchers and advanced practitioners in geometric modeling. Compiled from the lectures and discussions at the 1988 Blaubeuren conference, the book's main strength is its bridging perspective that connects rigorous theory with practical CAD system issues and real user problems, making it valuable for those interested in the historical development and foundational algorithms of the field.

Key Features

• Conference-based content: The volume reproduces lectures and discussions from a focused workshop, giving direct access to contemporary viewpoints from leading academic and industrial experts.
• Theory-practice bridge: Chapters aim to reconcile theoretical results with the performance and limits of existing CAD systems, which helps readers relate formal methods to implementation concerns.
• Structured coverage: The book is organized into five parts, including algorithmic aspects and surface intersection topics, enabling targeted reading on core problems in geometric modeling.
• Historical perspective: As proceedings of the 1988 conference, the text documents research directions and open questions of the era, useful for researchers studying the evolution of methods.
• Contributed expertise: Contributions come from a mix of academic researchers, CAD developers, and experienced users, providing a range of viewpoints and applied insights.

Who It's For

This volume is best suited for graduate students, researchers, and senior engineers who need a historical but technical snapshot of geometric modeling debates and algorithmic approaches from the late 1980s. It is particularly useful for those studying the foundations of surface intersection, blending and algorithmic techniques that influenced later CAD tools.

Readers seeking a modern textbook, hands-on tutorials, or current software workflows should look elsewhere, since the proceedings capture the state of research at a specific conference rather than offering a contemporary, practice-oriented manual.

Pros & Cons

Pros

• Provides a concentrated compilation of expert perspectives from an influential conference, valuable for deep technical study.
• Emphasizes the connection between formal algorithms and practical CAD concerns, helping make theoretical work more applicable.
• Organized into thematic parts so readers can focus on algorithmic aspects, surface intersection, blending and related topics.
• Includes contributions from both academic and industrial voices, which broadens the relevance of the material.

Cons

• Content reflects the state of the field in 1988 and may be out of date for modern implementations or current toolchains.
• As conference proceedings, some chapters are concise and may lack the extended worked examples found in dedicated textbooks.

Specifications

Title	Theory and Practice of Geometric Modeling
Editors / Authors	Wolfgang Straer, Hans-Peter Seidel
Origin	Proceedings of the 1988 conference at Heinrich-Fabri-Institut, Blaubeuren
Organizer	Wilhelm-Schickard-Institut fiir Informatik, Universitat Tiibingen
Content structure	Five parts including Algorithmic Aspects and Surface Intersection
Audience	Researchers, CAD developers, advanced users

Our Verdict

The proceedings offer a strong, historically grounded resource for specialists who want to understand how theoretical advances and practical CAD challenges were discussed at a pivotal 1988 conference. It is good value as a reference volume for research and historical study, but not a substitute for modern textbooks or current software guides.

Frequently Asked Questions

Is this a textbook?
No, it is a collection of conference proceedings intended as a reference compilation rather than a step-by-step textbook.

Who edited the volume?
The work is attributed to Wolfgang Straer and Hans-Peter Seidel as the named editors/authors.

What main topics are covered?
The proceedings are organized into five parts, covering algorithmic aspects, surface intersection and blending among other geometric modeling themes.