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Schedule for: Peter C. Jensen
Aug 21, 2000 - Dec 17, 2000
Total Credit Hours: 17.00

     Monday       Tuesday       Wednesday       Thursday       Friday       Saturday       Sunday   
11AM MATH 3215
Skiles 146
11:05 am-11:55 am
CS2 2130
TA meeting
11:05 am-11:55 am
MATH 3215
Skiles 146
11:05 am-11:55 am
drumline
Junior's lunch
MATH 3215
Skiles 146
11:05 am-11:55 am
   
   
   
   
12PM ECE 2025
Van Leer W200
12:05 pm-12:55 pm
CS 3500
Physics L5
12:05 pm-1:25 pm
CS 3500
IC 109
12:05 pm-12:55 pm
CS 3500
Physics L5
12:05 pm-1:25 pm
ECE 2025
Van Leer W200
12:05 pm-12:55 pm
   
   
   
   
1PM          
         
  ECE 2025
Van Leer E361
1:35 pm-2:55 pm
  ECE 2025
Van Leer C252
1:35 pm-2:55 pm
     
         
2PM          
         
         
         
3PM MATH 2401
Physics L2
3:05 pm-3:55 pm
MATH 2401
Skiles 254
3:05 pm-3:55 pm
MATH 2401
Physics L2
3:05 pm-3:55 pm
MATH 2401
Skiles 254
3:05 pm-3:55 pm
MATH 2401
Physics L2
3:05 pm-3:55 pm
   
   
   
   
4PM              
             
CS 2130
recitation
4:35 pm-5:55 pm
  CS 2130
lab
4:35 pm-5:55 pm
       
         
5PM          
         
         
         
6PM CS 4802TP
TA Perl
6:05 pm-7:55 pm



ORGT
mountainbiking
subcommittee
meeting
           
           
           
           
7PM            
           
           
           
8PM Area II
Hall Council
8:00 pm-9:00 pm
           
           
           
           
9PM Area II
staff
meeting
9:00 pm-10:00 pm
           
           
           
           

Class Prof Hours
CS3500A - Theory I
Computational machine models and their language classes. Decidability and undecidability. Data structures and efficient algorithms for fundamental computational problems. Tractability and intractability; NP-Completeness.
H. Venkateswaren 4
ECE 2025 - Introduction to Signal Processing
Introduction to signal processing for discrete-time and continuous-time signals. Filtering. Frequency Response. Fourier Transform. Z Transform. Laboratory emphasizes computer-based signal processing.
Prof. Monty Hayes and Dr. John Bordelon 4
MATH 2401 - Calculus III
Multivariable calculus: Linear approximation and Taylor's theorems, Lagrange multiples and constrained optimization, multiple integration and vector analysis including the theorems of Green, Gauss and Stokes.
Dr. Michael Evans 4
MATH 3215 - Introduction to Probability and Statistics
A problem oriented introduction to the basic concepts of probability and statistics, providing a foundation for applications and further study.
Shobhana Murali 3
CS4802TA - Special Topics - Perl Death (Dan Singhal) 2
Teaching Assistant for CS2130 - Languages and Translation Jim Greenlee / Allison Elliot Tew


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