Sources and Resources



Sources

  1. Martin, J. L. Euler Paths and Euler Circuits [PDF document] Retrieved from Lecture Notes Online https://www.math.ku.edu/~jmartin/courses/math105-F11/Lectures/chapter5-part2.pdf .
  2. PatrickJMT. (2010, November 17). Euler Circuits and Euler Paths, Video retrieved from https://www.youtube.com/watch?v=REfC1-igKHQ .
  3. Flash and Math (2005). Graph Theory Applets. Applet retrieved from http://www.flashandmath.com/mathlets/discrete/graphtheory/graph1.html .
  4. Mawata, C. Graph Theory Lessons. Euler Circuits. Retrieved from http://dembinhyen.free.fr/UDS/Ebook/CD1/Ly%20Thuyet%20Do%20Thi/Thamkhao/www.utc.edu/~cpmawata/petersen/lesson12.htm.
  5. Carson, S. C. In Encyclopedia Britannica online. Graph Theory. Retrieved from http://www.britannica.com/topic/graph-theory
  6. Weisstein, E. W. (2015). Wolfram Math World. Eulerian Cycle. Retrieved from http://mathworld.wolfram.com/EulerianCycle.html.
  7. Weisstein, E. W. (2015). Wolfram Math World. Hamiltonian Graph. Retrieved from http://mathworld.wolfram.com/HamiltonianGraph.html.
  8. Legner, P. Mathigon: World of Mathematics. Graph Theory. Retrieved from http://world.mathigon.org/Graph_Theory.
  9. Shaunteaches. (2011, August 30). Euler’s Theorem – Graph Theory. Video retrieved from https://www.youtube.com/watch?v=VRcX9Fzu1Jo.
  10. Elfrem, E. (2015, March 26). Why Graph Databases Are Becoming Part of Everyday Life. Datanami. http://www.datanami.com/2015/03/26/why-graph-databases-are-becoming-part-of-everyday-life/.
  11. Bush, E. R. S. Illuminations: Resources for Teaching Math. Embroidered Math. Retrieved from https://illuminations.nctm.org/Lesson.aspx?id=2995.
  12. Graph Creator. Illuminations: Resources for Teaching Math. Graph Creator. Applet retrieved from http://illuminations.nctm.org/Activity.aspx?id=3550.

Resources

  1. Goodaire, E., Parment, M. M. (006). Discrete Mathematics with Graph Theory (3rd ed.).Pearson Education Inc.
  2. Santanu, S. R. (2013). Graph Theory with Algorithms and its Applications: In Applied Science and Technology. London: Springer.
  3. Debnath, L. (2009, October 15). A Brief Historical Introduction to Euler’s Formul for Polyhedra, Topology, Graph Theory and Networks. International Journal Of Mathematical Education in Science and Technology, 31 (6), 770-785.
  4. Shimon, E. (1979). Graph Algorithms. Maryland: Computer Science Press, Inc.
  5. Bollobas, B. (1985). Random Graphs (2nd ed.) Cambridge University Press.
  6. Gross, J., & Yellen, J. (1999). Graph Theory and its Applications. New York: CRC Press.
  7. Gross, J., & Yellen, J. (2004). Handbook of Graph Theory. New York: CRC Press
  8. Kongig, D. (1990). Theory of Finite and Infinite Graphs. (R. McCoart, Trans.) Boston: Birkhauser.
  9. Behzad, M., Chartrand, G. (1971). Introduction to the Theory of Graphs. Boston: Allyn and Bacon Inc.
  10. Foulds, L. R. (1948). Graph Theory Applications , New York: Springer.
  11. Chenulu, S. (2007 April). Teaching Mathematics through the Art of Kolam. Mathematics: Teaching in the Middle School. 12 (8).
  12. Robichaux, R., Rodrigue Paulette (2006 March). Discovering Euler Circuits and Paths through a Culturally Relevant Lesson. Mathematics: Teaching in the Middle School. 11 (7).
  13. Wilson, M., & Rivera-Marrero, O. Graph Theory: A Topic for Helping Secondary Teachers Develop innovative Teaching Strategies.
  14. Brown, D. (2014, September 24). Math 3310: Meeting Twelve.
  15. McDuffie, Amy (2001, November). Flying through Graphs: An Introduction to Graph Theory. Mathematics Teacher, 94 (8).