'Gaussian rv' presentation slideshows

Independent Component Analysis

1.18k views • 63 slides

Chapter 7 Generating and Processing Random Signals

Chapter 7 Generating and Processing Random Signals. ??? ??? B93902016 ??? ??? B93902076 ???. Outline. Outline. Stationary and Ergodic Process Uniform Random Number Generator Mapping Uniform RVs to an Arbitrary pdf Generating Uncorrelated Gaussian RV Generating correlated Gaussian RV

868 views • 56 slides

EE 5345

402 views • 40 slides

Additive White Gaussian Noise (AWGN) Channel and Matched Filter Detection

559 views • 32 slides

Dimension reduction (2)

346 views • 24 slides

Constellations for Imperfect Channel State Information at the Receiver

268 views • 18 slides

3 Continuous RV

3 Continuous RV. cdf. 3-1: X is the number of heads in three tosses of a coin. Find P[1<X ?2 ], P[0.5?X<2.5 ], P[1?X<2]. 3-2: Draw the cdf of a Zipf RV X with 3 elements . That is, for k =1,2,3. cdf vs. pdf. 3-3: Find the cdf of an RV X. Its pdf is given by:

186 views • 8 slides

4 transform methods

4 transform methods. pgf. 4-1: X is a binomial RV, B(n,p). Use pgf to calculate the variance of X. 4-2: X is a uniform RV that assumes integers between 1 and M. Calculate Var(X) using its pgf. mgf. 4-3: Find the variance of a Poisson RV with parameter ? using mgf. HW4-1.

172 views • 5 slides

4 transform methods

4 transform methods. pgf. 4-1: X is a binomial RV, B( n,p ). Use pgf to calculate the variance of X. 4-2: X is a (discrete) uniform RV that assumes integers between 1 and M. Calculate VAR[X] using its pgf. mgf. 4-3: Find the variance of a Poisson RV with parameter ? using mgf. HW4-1.

143 views • 5 slides