Daina Taimiņa
#23,649
Most Influential Person Now
American Latvian-born mathematician
Daina Taimiņa's AcademicInfluence.com Rankings
Daina Taimiņamathematics Degrees
Mathematics
#1920
World Rank
#3044
Historical Rank
Measure Theory
#5271
World Rank
#6233
Historical Rank
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Mathematics
Daina Taimiņa's Degrees
- PhD Mathematics University of Latvia
Why Is Daina Taimiņa Influential?
(Suggest an Edit or Addition)According to Wikipedia, Daina Taimiņa is a Latvian mathematician, retired adjunct associate professor of mathematics at Cornell University, known for developing a way of modeling hyperbolic geometry with crocheted objects.
Daina Taimiņa's Published Works
Published Works
- Crocheting the hyperbolic plane (2001) (63)
- Experiencing Geometry: In Euclidean, Spherical and Hyperbolic Spaces (2000) (45)
- Philosophical, multicultural and interdisciplinary issues (2002) (43)
- Concrete models and dynamic instruments as early technology tools in classrooms at the dawn of ICMI: from Felix Klein to present applications in mathematics classrooms in different parts of the world (2010) (36)
- Crocheting Adventures with Hyperbolic Planes (2009) (23)
- Experiencing Meanings in Geometry (2006) (13)
- Experiencing Geometry (2020) (13)
- Historical Mechanisms for Drawing Curves (2004) (11)
- How to Use History to Clarify Common Confusions in Geometry (2003) (6)
- Crocheting Adventures with Hyperbolic Planes: Tactile Mathematics, Art and Craft for all to Explore, Second Edition (2018) (5)
- Tally Languages Accepted by Alternating Multitape Finite Automata (1997) (4)
- Boolean Functions with a Low Polynomial Degree and Quantum Query Algorithms (2005) (3)
- How it was to study and to teach mathematics in Cornell at the end of (2003) (1)
- Geometry and motion links mathematics and engineering in collections of 19 century kinematic models and their digital representation (2007) (1)
- CHAPTER 3 Experiencing Meanings in Geometry (2004) (1)
- Chapter 14. Projections of a Sphere onto a Plane (2020) (0)
- Chapter 10. Parallel Postulates (2020) (0)
- Chapter 1. What is Straight? (2020) (0)
- Chapter 22. 3-Spheres and Hyperbolic 3-Spaces (2020) (0)
- Chapter 6. Triangles and Congruencies (2020) (0)
- Chapter 12. Dissection Theory (2020) (0)
- Complexity Gaps of Turing Machines of Infinite Words (1987) (0)
- Chapter 23. Polyhedra (2020) (0)
- Chapter 11. Isometries and Patterns (2020) (0)
- Chapter 2. Straightness on Sphere (2020) (0)
- Preface (2020) (0)
- Almost 40 Years Knowing Prof. Rūsiņš Freivalds (2016) (0)
- Appendix A. Making Models (2020) (0)
- In Search of Meaning (2020) (0)
- Chapter 19. Geometric Solutions of Quadratic and Cubic Equations (2020) (0)
- Chapter 7. Area and Holonomy (2020) (0)
- Chapter 9. More Triangle Congruencies (2020) (0)
- Chapter 3. What is an Angle? (2020) (0)
- Chapter 21. Mechanisms (2020) (0)
- Chapter 15. Circles (2020) (0)
- Chapter 20. Trigonometry and Duality (2020) (0)
- Appendix B. Ideas for More Geometric Explorations (2020) (0)
- Chapter 5. Straightness on Hyperbolic Planes (2020) (0)
- Chapter 13. Square Roots, Pythagoras, and Similar Triangles (2020) (0)
- Chapter 17. Projections (Models) of Hyperbolic Planes (2020) (0)
- Chapter 16. Inversions in Circles (2020) (0)
- Chapter 24. 3-Manifolds – The Shape of Space (2020) (0)
- Chapter 0. Historical Strands of Geometry (2020) (0)
- Chapter 8. Parallel Transport (2020) (0)
- Chapter 18. Geometric 2-Manifolds (2020) (0)
- Chapter 4. Straightness on Cylinders and Cones (2020) (0)
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