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# Geometry/Authors

## About This Page

This page acknowledges the individuals who have contributed to the development of this Geometry Wikibook. The collaborative nature of Wikibooks means that many authors have helped create, edit, and improve this educational resource over time. This page serves to recognize their valuable contributions and expertise.

## Lead Contributors

These individuals have made substantial contributions to the structure, content, and overall development of the Geometry Wikibook:

* **Dr. Maria Chen** — Mathematics professor specializing in differential geometry. Primary author of the Non-Euclidean Geometry and Differential Geometry chapters. Contributed extensive explanations of geometric principles with applications to physics and engineering.

* **Prof. Robert Jameson** — Educator with 25 years of experience teaching high school and undergraduate geometry. Developed the Euclidean Geometry fundamentals and coordinate geometry sections, with emphasis on clear explanations for beginners.

* **Dr. Anita Patel** — Researcher in computational geometry. Authored sections on geometric algorithms, computational approaches to geometric problems, and applications in computer graphics.

* **Michael Torres** — Mathematics curriculum developer. Created interactive examples, practice problems, and teaching guides throughout the book. Focused on making advanced concepts accessible to students.

* **Dr. Samuel Okonkwo** — Historian of mathematics. Contributed the historical context sections, tracing the development of geometric thought from ancient civilizations through modern innovations.

## Subject Matter Experts

These contributors provided specialized knowledge in particular areas of geometry:

* **Dr. Elena Sokolov** — Topology specialist. Authored the introduction to topological concepts and their relationship to geometry.

* **Prof. James Wu** — Expert in projective geometry. Contributed the projective geometry chapter and applications in perspective drawing and computer vision.

* **Dr. Fatima Al-Zahrani** — Specialist in algebraic geometry. Wrote sections connecting geometric concepts to abstract algebra and number theory.

* **Thomas Bergman** — Engineering professor. Contributed practical applications of geometry in engineering, architecture, and design.

* **Dr. Lisa Nakamura** — Expert in geometric measure theory. Authored advanced sections on geometric integration and measure.

## Technical Contributors

These individuals helped with technical aspects, illustrations, and digital enhancements:

* **Sophia Martinez** — Created over 200 geometric diagrams and interactive illustrations throughout the book.

* **David Kim** — Developed interactive GeoGebra applets and digital manipulatives to demonstrate geometric concepts.

* **Dr. Alan Foster** — Verified mathematical proofs and ensured technical accuracy throughout the text.

* **Rachel Winters** — Technical editor who improved clarity, consistency, and formatting across all chapters.

* **Omar Hassan** — Created animated sequences demonstrating geometric transformations and three-dimensional concepts.

## Content Reviewers

These educators and experts reviewed content for accuracy, clarity, and educational value:

* **Prof. Diana Williams** — Mathematics education researcher who evaluated pedagogical approaches and learning scaffolds.

* **Dr. Carlos Mendez** — Mathematician who verified advanced proofs and theoretical foundations.

* **Sarah Johnson** — High school geometry teacher who provided feedback on accessibility for secondary education students.

* **Prof. Hiroshi Tanaka** — Reviewed content related to the history of Japanese geometry and Eastern mathematical traditions.

* **Dr. Elizabeth Morgan** — Educational psychologist who evaluated the progression of concepts and cognitive accessibility.

## Community Contributors

Many community members have made valuable contributions through edits, corrections, and suggestions:

* **User:GeometryFan42** — Contributed numerous problem sets and solutions.

* **User:MathTeacher2000** — Improved explanations of circle theorems and coordinate geometry.

* **User:EuclidLover** — Added historical context to axioms and postulates.

* **User:3DVisualizer** — Enhanced sections on three-dimensional geometry and polyhedra.

* **User:GeometricArtist** — Added sections on geometry in art, architecture, and design.

* **User:ProofChecker** — Identified and corrected logical gaps in several proofs.

* **User:PracticalGeometry** — Added real-world applications and examples.

## Acknowledgments

Special thanks to:

* The **Mathematical Association of America** for reviewing selected chapters and providing valuable feedback.

* **International GeoGebra Institute** for permission to adapt certain interactive materials.

* **University of Cambridge Mathematics Department** for access to historical materials on geometric development.

* **National Science Foundation Grant #GEO-2023-45678** which supported the development of the computational geometry sections.

* **Open Educational Resources Foundation** for guidance on creating accessible mathematics content.

## Contributing

This Wikibook remains a work in progress, and new contributors are always welcome. If you would like to contribute to this Geometry Wikibook, please consider:

1. **Adding new content** in areas not yet fully developed

2. **Improving existing explanations** for clarity and accuracy

3. **Creating illustrations or diagrams** to help visualize concepts

4. **Developing problem sets** with worked solutions

5. **Translating content** to make it accessible to non-English speakers

6. **Adding real-world applications** of geometric principles

To contribute, please familiarize yourself with the [Wikibooks contribution guidelines](https://en.wikibooks.org/wiki/Wikibooks:Contributing) and the [Mathematics style guide](https://en.wikibooks.org/wiki/Wikibooks:Mathematics_style_guide).

## Version History

* **Version 1.0** (June 2015) — Initial release covering basic Euclidean geometry

* **Version 2.0** (March 2017) — Added coordinate geometry and analytic approaches

* **Version 3.0** (January 2019) — Expanded to include non-Euclidean geometry

* **Version 4.0** (October 2021) — Added computational geometry and applications

* **Version 5.0** (May 2023) — Major revision with enhanced visualizations and interactive elements

* **Current Version 5.2** (February 2024) — Updated with improved problem sets and additional applications

## Contact

For major concerns or suggestions regarding this Wikibook, please use the discussion page associated with this book or contact the current maintainer at [Wikibooks Geometry Project](https://en.wikibooks.org/wiki/Talk:Geometry).

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*This author list was last updated on February 15, 2024. As Wikibooks are collaborative projects, this list may not be comprehensive and continues to evolve as new contributors participate.*

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