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= the sample moments by h() = 2₁h (w;, 0) - quadratic form Q₁ (0) becomes Qn(0) = h(0)'w,h(0) [T₁1 (0) ₁₂ (0) ] W₁h²(0)+w₂h²₂ (0) = = W1 0 0 W2 1 h₁ (0) h₂(0)

= the sample moments by h() = 2₁h (w;, 0) - quadratic form Q₁ (0) becomes Qn(0) = h(0)'w,h(0) [T₁1 (0) ₁₂ (0) ] W₁h²(0)+w₂h²₂ (0) = = W1 0 0 W2 1 h₁ (0) h₂(0)

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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can you explain the notation please break it down each part of it, please teach

the sample moments by h(0) = 1 h (w₁, 0) quadratic form Q₁ (0) becomes Qn (0) h(0)'w,h(0) 0 h₁ (0) = |[][] [T1(0)₂(0) ][ W2 h₂ (0) w₁²(0)+w₂h²₂ (0) = = W1 0
Transcribed Image Text:the sample moments by h(0) = 1 h (w₁, 0) quadratic form Q₁ (0) becomes Qn (0) h(0)'w,h(0) 0 h₁ (0) = |[][] [T1(0)₂(0) ][ W2 h₂ (0) w₁²(0)+w₂h²₂ (0) = = W1 0
Expert Solution
Step 1

If there are n sample elements (or variables) in a random sample, then first order sample moment is represented as,

hθ=1n∑i=1nhwi,θ 

Here hwi,θ is the probability mass function of the random variables. 

 

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