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2 Pages

### oneillpaper1

Course: EWHITE 2, Fall 2009
School: Oakland University
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Word Count: 1511

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multicollinearity Multicollinearity What is. Let H = the set of all the X (independent) variables. Let Gk = the set of all the X variables except Xk. The formula for standard errors is then 2 s 1 RYH *y 2 (1 RX k Gk ) * ( N K 1) s X k sbk = = 2 s 1 RYH *y Tolk * ( N K 1) s X k = Vif k * 2 s 1 RYH *y ( N K 1) s X k The bigger R2XkGk is (i.e. the more highly correlated Xk is with the other IVs in the...

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Oakland University - P - 21330
MulticollinearityWhat multicollinearity is. Let H = the set of all the X (independent) variables. Let Gk = the set of all the X variables except Xk. The formula for standard errors is then2 s 1 RYH *y 2 (1 RX k Gk ) * ( N K 1) s X ksbk ==
Oakland University - DCHEN - 2
MulticollinearityWhat multicollinearity is. Let H = the set of all the X (independent) variables. Let Gk = the set of all the X variables except Xk. The formula for standard errors is then2 s 1 RYH *y 2 (1 RX k Gk ) * ( N K 1) s X ksbk ==
Oakland University - RJENSEN - 2006
1955 Gizeh pyramids at night viewed from hotel balcony1956 View from bus to Gizeh1957 View from bus to Gizeh1958 View from bus to Gizeh1959 Royal Egyptian mounted police1960 Khufu's pyramid1961 Agressive salesman at Gizeh1962 Khufu's pyramid1
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Measurement of the 139La(n, ) Cross Section at n_TOF*Stefano Marrone1 for the n_TOF Collaboration 1 INFN-Sez. Bari, and Dipartimento di Fisica I-70126 Bari, Italy This contribution reports on a recent measurement of the 139La(n, ) cross section from
Oakland University - P - 221
MulticollinearityWhat multicollinearity is. Let H = the set of all the X (independent) variables. Let Gk = the set of all the X variables except Xk. The formula for standard errors is then2 s 1 RYH *y 2 (1 RX k Gk ) * ( N K 1) s X ksbk ==
Oakland University - XLIU - 6
MulticollinearityWhat multicollinearity is. Let H = the set of all the X (independent) variables. Let Gk = the set of all the X variables except Xk. The formula for standard errors is then2 s 1 RYH *y 2 (1 RX k Gk ) * ( N K 1) s X ksbk ==
Oakland University - ETECH - 7
MulticollinearityWhat multicollinearity is. Let H = the set of all the X (independent) variables. Let Gk = the set of all the X variables except Xk. The formula for standard errors is then2 s 1 RYH *y 2 (1 RX k Gk ) * ( N K 1) s X ksbk ==
Oakland University - ETECH - 7
MulticollinearityWhat multicollinearity is. Let H = the set of all the X (independent) variables. Let Gk = the set of all the X variables except Xk. The formula for standard errors is then2 s 1 RYH *y 2 (1 RX k Gk ) * ( N K 1) s X ksbk ==
Oakland University - ETECH - 7
MulticollinearityWhat multicollinearity is. Let H = the set of all the X (independent) variables. Let Gk = the set of all the X variables except Xk. The formula for standard errors is then2 s 1 RYH *y 2 (1 RX k Gk ) * ( N K 1) s X ksbk ==
Oakland University - ETECH - 7
MulticollinearityWhat multicollinearity is. Let H = the set of all the X (independent) variables. Let Gk = the set of all the X variables except Xk. The formula for standard errors is then2 s 1 RYH *y 2 (1 RX k Gk ) * ( N K 1) s X ksbk ==
Oakland University - ETECH - 7
MulticollinearityWhat multicollinearity is. Let H = the set of all the X (independent) variables. Let Gk = the set of all the X variables except Xk. The formula for standard errors is then2 s 1 RYH *y 2 (1 RX k Gk ) * ( N K 1) s X ksbk ==
Oakland University - ETECH - 9
MulticollinearityWhat multicollinearity is. Let H = the set of all the X (independent) variables. Let Gk = the set of all the X variables except Xk. The formula for standard errors is then2 s 1 RYH *y 2 (1 RX k Gk ) * ( N K 1) s X ksbk ==
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MulticollinearityWhat multicollinearity is. Let H = the set of all the X (independent) variables. Let Gk = the set of all the X variables except Xk. The formula for standard errors is then2 s 1 RYH *y 2 (1 RX k Gk ) * ( N K 1) s X ksbk ==
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EDGAR DEGAS Young Spartans 1860 The Belleli Family 185862 Interior The Rape 1869Place de la Concorde c. 1875 Vicomte LepicRehearsal c. 1876 Garnier L'Opra At the Ballet (Woman with a Fan) 1885 Ballet Dancers in the Wings 1900 L'Absint
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MulticollinearityWhat multicollinearity is. Let H = the set of all the X (independent) variables. Let Gk = the set of all the X variables except Xk. The formula for standard errors is then2 s 1 RYH *y 2 (1 RX k Gk ) * ( N K 1) s X ksbk ==
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MulticollinearityWhat multicollinearity is. Let H = the set of all the X (independent) variables. Let Gk = the set of all the X variables except Xk. The formula for standard errors is then2 s 1 RYH *y 2 (1 RX k Gk ) * ( N K 1) s X ksbk ==
Oakland University - AMICHEL - 1
MulticollinearityWhat multicollinearity is. Let H = the set of all the X (independent) variables. Let Gk = the set of all the X variables except Xk. The formula for standard errors is then2 s 1 RYH *y 2 (1 RX k Gk ) * ( N K 1) s X ksbk ==
Oakland University - AMICHEL - 1
MulticollinearityWhat multicollinearity is. Let H = the set of all the X (independent) variables. Let Gk = the set of all the X variables except Xk. The formula for standard errors is then2 s 1 RYH *y 2 (1 RX k Gk ) * ( N K 1) s X ksbk ==
Oakland University - AME - 598
MulticollinearityWhat multicollinearity is. Let H = the set of all the X (independent) variables. Let Gk = the set of all the X variables except Xk. The formula for standard errors is then2 s 1 RYH *y 2 (1 RX k Gk ) * ( N K 1) s X ksbk ==
Oakland University - FOUNDATION - 07
MulticollinearityWhat multicollinearity is. Let H = the set of all the X (independent) variables. Let Gk = the set of all the X variables except Xk. The formula for standard errors is then2 s 1 RYH *y 2 (1 RX k Gk ) * ( N K 1) s X ksbk ==
Oakland University - FOUNDATION - 07
MulticollinearityWhat multicollinearity is. Let H = the set of all the X (independent) variables. Let Gk = the set of all the X variables except Xk. The formula for standard errors is then2 s 1 RYH *y 2 (1 RX k Gk ) * ( N K 1) s X ksbk ==
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