Consider the model with a single regressor. This model also can be written as Yit =β0 +β1Xit +δ2B2t +...+δTBTt +γ2D2i +...+γnDni +ui,where B2t=1if t=2 and 0 otherwise, and D2i = 1 if i = 2 and 0 otherwise, and so forth. How are the coefficients (β0, δ2,..., δT, γ2,..., γn) related to the coefficients (α1,..., αn, λ1,..., λT)?
Consider the model with a single regressor. This model also can be written as Yit =β0 +β1Xit +δ2B2t +...+δTBTt +γ2D2i +...+γnDni +ui,where B2t=1if t=2 and 0 otherwise, and D2i = 1 if i = 2 and 0 otherwise, and so forth. How are the coefficients (β0, δ2,..., δT, γ2,..., γn) related to the coefficients (α1,..., αn, λ1,..., λT)?
Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter4: Eigenvalues And Eigenvectors
Section4.6: Applications And The Perron-frobenius Theorem
Problem 70EQ
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Consider the model with a single regressor. This model also can be written as Yit =β0 +β1Xit +δ2B2t +...+δTBTt +γ2D2i +...+γnDni +ui,where B2t=1if t=2 and 0 otherwise, and D2i = 1 if i = 2 and 0 otherwise, and so forth. How are the coefficients (β0, δ2,..., δT, γ2,..., γn) related to the coefficients (α1,..., αn, λ1,..., λT)?
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