(New page: =Some advice to help you fill out your plan of study= *If you are a master's degree student *If you are a direct PhD student interested in the signal processing area **Consider taking ...)
 
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=Some advice to help you fill out your plan of study=
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=Some advice to help CNSIP graduate students fill out their plan of study=
  
  
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*If you are a direct PhD student interested in the signal processing area
 
*If you are a direct PhD student interested in the signal processing area
**Consider taking ECE600 in addition to two other (non-core) courses, such as
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**Consider taking ECE600 in addition to two other courses during your first semester. ECE600 is a prerequisite to a lot of other courses and a basic tool in CNSIP, but it can be challenging. Many students also take ECE538 and a math course such as MA511 that semester.
  
  
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*Note that the following courses are '''not''' acceptable for ECE graduate students in the CNSIP area
 
*Note that the following courses are '''not''' acceptable for ECE graduate students in the CNSIP area
**MA527: ADV MATH ENGR PHYS I
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**MA527: Advanced Mathematics For Engineers And Physicists I  
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**MA528: Advanced Mathematics For Engineers And Physicists II

Revision as of 08:39, 14 January 2009

Some advice to help CNSIP graduate students fill out their plan of study

  • If you are a master's degree student
  • If you are a direct PhD student interested in the signal processing area
    • Consider taking ECE600 in addition to two other courses during your first semester. ECE600 is a prerequisite to a lot of other courses and a basic tool in CNSIP, but it can be challenging. Many students also take ECE538 and a math course such as MA511 that semester.


  • If you are a direct PhD student interested in the communications/networking area


  • Note that the following courses are not acceptable for ECE graduate students in the CNSIP area
    • MA527: Advanced Mathematics For Engineers And Physicists I
    • MA528: Advanced Mathematics For Engineers And Physicists II

Alumni Liaison

Abstract algebra continues the conceptual developments of linear algebra, on an even grander scale.

Dr. Paul Garrett