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[[Category:z-transform]]
 
[[Category:z-transform]]
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[[Category:topic]]
  
=Information about the z-transform=
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=Information about the (doubled-sided) z-transform=
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<math>X(z)=\mathcal{Z}(x[n])=\sum_{n=-\infty}^{\infty}x[n]z^{-n}</math>
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:for [[Info_inverse_z-transform|Inverse z-transform]] click  [[Info_inverse_z-transform|here]]
 
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==Tutorials and other information about the z-transform==
 
==Tutorials and other information about the z-transform==
 +
*[[Z_Transform_table|Table of z-transform pairs and properties]]
 
*[[Z_transform_ECE438F10|z-transform tutorial (ECE438)]]
 
*[[Z_transform_ECE438F10|z-transform tutorial (ECE438)]]
 
*[[Relationship_between_DTFT_%26_Z-Transform_-_Howard_Ho|Relationship between DTFT and z-transform]]
 
*[[Relationship_between_DTFT_%26_Z-Transform_-_Howard_Ho|Relationship between DTFT and z-transform]]
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 +
==Practice Problems about the z-transform==
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*[[Practice_prove_modulation_property_z_transform|Prove the modulation property of the z-transform]]
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*[[Practice compute z transform windowed function|compute the z-transform of this function]]
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*[[Z-transforms_and_inverse_z-transforms_ECE438F10|Example of z-transform computations with corrections]]
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*[[Practice_Question_2_ECE439F10|Practice question]]
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*[[Practice_z_transform_computation_1_ECE438F13|Practice question]]
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*[[Practice_z_transform_computation_2_ECE438F13|Pracice question]]
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*[[Practice_z_transform_computation_3_ECE438F13|Pracice question]]
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*[[Compute_z-transform_u_n_ECE301S11|Compute the z-transform of a step function]]
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*[[Compute_z-transform_u_-n_ECE301S11|Compute the z-transform of a time-reversed step function]]
  
 
==Lectures covering z-transform==
 
==Lectures covering z-transform==
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**[[Lecture9ECE438F11|Lecture 9]]
 
**[[Lecture9ECE438F11|Lecture 9]]
 
**[[Lecture10ECE438F11|Lecture 10]]
 
**[[Lecture10ECE438F11|Lecture 10]]
 
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*More
==Practice Problems about the z-transform==
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*[[Practice prove z transform scaling property ECE438F11|Prove the scaling property of the z-transform]]
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*[[Practice compute z transform windowed function|compute the z-transform of this function]]
+
*[[Z-transforms_and_inverse_z-transforms_ECE438F10|Example of z-transform computations with corrections]]
+
*[[Practice_Question_2_ECE439F10|Practice question]]
+
*[[Practice_z_transform_computation_1_ECE438F13|Practice question]]
+
*[[Practice_z_transform_computation_2_ECE438F13|Pracice question]]
+
*[[Practice_z_transform_computation_2_ECE438F13|Pracice question]]
+
*[[Compute_z-transform_u_n_ECE301S11|Compute the z-transform of a step function]]
+
*[[Compute_z-transform_u_-n_ECE301S11|Compute the z-transform of a time-reversed step function]]
+
  
 
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Latest revision as of 22:07, 19 April 2015


Information about the (doubled-sided) z-transform

$ X(z)=\mathcal{Z}(x[n])=\sum_{n=-\infty}^{\infty}x[n]z^{-n} $

for Inverse z-transform click here

Tutorials and other information about the z-transform

Practice Problems about the z-transform

Lectures covering z-transform



Back to table of z-transform pairs and properties

Alumni Liaison

Correspondence Chess Grandmaster and Purdue Alumni

Prof. Dan Fleetwood