| Line 2: | Line 2: | ||
Friday September 3, 2010. | Friday September 3, 2010. | ||
| − | In Lecture #5, we | + | In Lecture #5, we talked about the ROC of the z-transform but we did not have time to cover the inverse z-transform. I just realized that Monday is off, so this means we will not have time to cover the inverse z-transform before the homework is due. Therefore, I will make a change in the homework and make the computation of the inverse z-transforms part of homework number 3. |
| − | + | In case you want to get a head start, here are the notes on the inverse z-transform from | |
| − | [[ | + | [[Class_notes_on_Inverse_Z_transform| Fall 2009]] and here is [[Inverse_Z_transform| another version]]. (Note that these were written by students, so I make no guarantee regarding the content..) |
| − | + | ||
| − | [[ | + | |
Previous: [[Lecture5ECE438F10|Lecture 5]]; Next: [[Lecture7ECE438F10|Lecture 7]] | Previous: [[Lecture5ECE438F10|Lecture 5]]; Next: [[Lecture7ECE438F10|Lecture 7]] | ||
Revision as of 11:37, 3 September 2010
Lecture 6 Blog, ECE438 Fall 2010, Prof. Boutin
Friday September 3, 2010.
In Lecture #5, we talked about the ROC of the z-transform but we did not have time to cover the inverse z-transform. I just realized that Monday is off, so this means we will not have time to cover the inverse z-transform before the homework is due. Therefore, I will make a change in the homework and make the computation of the inverse z-transforms part of homework number 3.
In case you want to get a head start, here are the notes on the inverse z-transform from Fall 2009 and here is another version. (Note that these were written by students, so I make no guarantee regarding the content..)
Previous: Lecture 5; Next: Lecture 7
Back to 2010 Fall ECE 438 BoutinClass_notes_on_Inverse_Z_transform Inverse_Z_transform
