Quick links: Teaching Award Technology in Education Courses at Carnegie Mellon

 
The courses I taught at University of Michigan:
  • Calculus-1, a part of an introductory Mathematics Program.
  • Calculus-3 (mid-level undergraduate)
  • Introductory Statistics (upper level undergraduate)
  • Introduction to Logic (upper level undergraduate)
  • Model Theory (graduate course)

The courses I taught at Carnegie Mellon as a solo instructor:

  • Analysis-II (honor freshman course).
  • Maple Course ( Center for Non-linear Analysis Summer School)
  • Differential and Integral Calculus (Advanced Placement/Early Admission Program)
  • Concepts of Mathematics (Advanced Placement/Early Admission Program)
  • Calculus in Three Dimensions
Recognition I received:
After receiving Honorable Mention awards from the Eberly Center for Teaching Excellence for two years in a row (1999 and 2000), I won the most prestigious Carnegie Mellon Graduate Student Teaching Award from the Eberly Center for Teaching Excellence in 2001

Technology in Education Experience:

Technology-enhanced instruction: The Calculus series courses at the University of Michigan have a significant computer-based component. This includes web-homeworks as well as "Gateway tests" that evaluate the students' basic differentiation and integration skills.
In addition, Calculus-3 course has Maple labs, with four projects during the semester. I helped to develop Maple-based tutorials for the projects as well as a discussion web site where student can share and resolve technical difficulties with Maple.

Distance learning: The Computational Finance Program course was offered to local students as well as students in New York, Frankfurt, and London. Communication with the remote students was organized by a video-conference connection. This allowed the remote students to ask questions in real time (I could see the person asking a question, not just hear) and see the response on the video screen. Video could be switched from instructor to the overhead or to the instructor's computer screen. The content of the whiteboard was simultaneously transmitted and recorded; the students received it on their computer screens.

Computers in the classroom: One of the goals of Maple Course during the Center for Non-linear Analysis Summer School is to solve mathematically meaningful and challenging problems using the powerful software of Maple. I developed example problems that were solved during the course:

  • Cryptography: implementation of the RSA encryption scheme
  • Population dynamics modeling (using the linear algebra approach)
  • Fractals
  • Bases in function spaces
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