Joseph M. Mahaffy SDSU
Math 636: Mathematical Modeling Fall 2014
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Math 636 - Final Projects

Final oral projects will be presented on Tuesday, December 16, 8:00-1:00. We will be begin the presentations in GMCS 325 from 8:00-10:00, then take a break from 10:00-10:20 and move to GMCS 405 for the remainder of the oral preesntations. Your oral presentation should be 17 min with 3 min allowed for questions and the next speaker to set up. Below is the table for the presentations.Your written project will be due Thursday, December 18 by 5:00 PM. The written project should be approximately 25 pages, not counting code, which should be included as an appendix. The Oral portion is 1/3 of the grade determined only by the class, while the written part is worth 2/3.

For the oral presentations, you will be graded by your fellow students (which is why all of you must attend everyone's presentation). The criteria for scoring the presentations is also given below after the table for the presentation order.

Time Name
8:00-8:20
Rodriguez, Martin 
8:20-8:40
Holler, Gernot 
8:40-9:00
Briggs, Shane
9:00-9:20
Richards, Matthew
9:20-9:40
Sunu, Justin 
9:40-10:00
Markuske, William
GMCS 405
BREAK
10:20-10:40
Patel, Neelam 
10:40-11:00
Pan, Wen
11:00-11:20
Nguyen, Aileen 
11:20-11:40
Kelly, Priscilla
11:40-12:00
Jahedi, Afrooz 
12:00-12:20
Alvarez, Francis
12:20-12:40
Demonte, Robert 

 

Form for Scoring an Oral Presentation:

Project Grading Sheet

Name of the Speaker ______________________________________________________________


You are to grade the speaker for this modeling talk. I want an honest opinion of the presentation given. Assign points for each of the categories listed with a high score being the best. (Note that the scales are different for different categories.)


Clarity of the presentation (0-15)…………………………………………………………………..______
Did the speaker talk clearly and understandably?
Did the speaker make good use of visual material?
Did the speaker engage the audience?


How well the speaker kept to the allotted time (0-5) ……………………………………………..______


How difficult was the problem addressed by the speaker? (0-20) ………………………………..______
Was the problem addressed at the appropriate level for this class?
Was the problem an interesting and useful modeling application?
What level of mathematical skill was required?
Were the mathematical and modeling ideas well connected?
Did the speaker understand the complexities of the problem and adequately address them?


How well did the speaker do on the problem presented? (0-20)…………………………………..______
Were the ideas well-organized to make the problem easy to follow?
Was the talk well-organized and interesting?
Were the model and mathematical ideas explained well?
Were adequate details provided to connect the ideas presented?
Did the speaker address the importance and relevance of the problem?


Total…..……..______

 

 

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