Awesome
Awesome professor if you want to pass Programming 1. Dr. Trana will provide you with the tools you need to pass the final exam. Just make sure to pay attention and allot a time to practice outside of class. P.S Master tracing!
Awesome
Prof. Rachel is one of the best profs I've had in this school. She has very organized info that can be easily digested. She's very lenient on missing class. She actually gives 11 absent days. She even posts the lecture and materials talked over in class for students to study which are pretty helpful if you miss something.
Northeastern Illinois University - Computer Science
Assistant Professor of Computer Science
Rachel
Trana
Chicago, Illinois
Specialties: Programming experience:
Ruby (Rails), Java, JavaScript, CoffeeScript, Jasmine, Groovy, Selenium, Cucumber, C# (.NET), CI (Hudson/Jenkins), Matlab, NEURON, Fortran 90, C++, Visual Basic, COBOL, Igor Pro
Applicable coursework:
- Analytical Methods for Investment Science
- Numerical Methods for Random Processes
- Numerical Methods for Differential and Partial Differential Equations
- Integral Equations and Applications
- Nonlinear Analysis
- Asymptotic and Perturbation Methods
- Models in Applied Mathematics
PhD, MS
Applied Mathematics
Thesis: Modeling of subthreshold voltage responses, synaptic integration and backpropagating action potentials in CA1 pyramidal neurons
Teaching Assistant
• Department of Engineering Sciences and Applied Mathematics, 2003 - 2004, 2009 - 2010.
• Administered grading for courses in Differential Equations, Complex Analysis, Multiple Integration and Vector Calculus.
• Recitation lecturer for Multiple Integration and Vector Calculus.
Engineering Tutor
• Robert R. McCormick School of Engineering and Applied Science, 2005 - 2009.
• Assisted with undergraduate engineering courses.
Publications
R.E. Trana, W.L. Kath, N Spruston, A-type potassium channels shape subthreshold voltage responses in hippocampal CA1 pyramidal neurons. To be published 2012.
D.A. Nicholson, R.E. Trana, Y. Katz, W.L. Kath, N. Spruston, Y. Geinisman, “Distance-dependent differences in synapse number and AMPA receptor expression in hippocampal CA1 pyramidal neurons.” Neuron 50: 431-442, 2006.
Applied Mathematics Graduate Student/Teaching Assistant
Applied Mathematics Graduate Student
Thesis Topic: Modeling of subthreshold voltage responses, synaptic integration and backpropagating action potentials in CA1 pyramidal neurons
Teaching Assistant: Applied Mathematics Department
- Assist with courses in Differential Equations and Multivariable Calculus