逢甲學報, Band 25逢甲大學, 1992 |
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Ergebnisse 1-3 von 5
Seite 445
Where k = 1,2 . From Theorem 3.2 , it shows that F1 ( -uk + ivk ) and F1 ( -uk - ivk ) are conjugate , where k = 1,2 . Using these results the solutions of the system can be rewritten as - x1 ( t ) -e - 111 { Re [ F1 ( -u1 + iv1 ) ] Ã ...
Where k = 1,2 . From Theorem 3.2 , it shows that F1 ( -uk + ivk ) and F1 ( -uk - ivk ) are conjugate , where k = 1,2 . Using these results the solutions of the system can be rewritten as - x1 ( t ) -e - 111 { Re [ F1 ( -u1 + iv1 ) ] Ã ...
Seite 462
... Theorem 1. Under the assumptions of Model Mo , we have t 2 2E ( f . ) E ( f2 ) = [ E ( f , ) ) 2- Σ ( ' E ( Z ) ) 2 = ( † ; -1 ) ( E ( f , ) ) 2 . k = 1 Proof : Since Xijl≤i≤N , 1≤j≤t is a sequence of independent Bernoulli random ...
... Theorem 1. Under the assumptions of Model Mo , we have t 2 2E ( f . ) E ( f2 ) = [ E ( f , ) ) 2- Σ ( ' E ( Z ) ) 2 = ( † ; -1 ) ( E ( f , ) ) 2 . k = 1 Proof : Since Xijl≤i≤N , 1≤j≤t is a sequence of independent Bernoulli random ...
Seite 463
... Theorem 2.Under the assumptions of Model M1 , we have t 2E ( fo ) E ( f2 ) = ( E ( f1 ) ) 2- ¿ ( E ( Zk ) ) 2 k = 1 For the proof of Theorem 2 , please refer to Chao ( 1989 ) .By Theorem 2 , we then have an estimator N , of N given by + ...
... Theorem 2.Under the assumptions of Model M1 , we have t 2E ( fo ) E ( f2 ) = ( E ( f1 ) ) 2- ¿ ( E ( Zk ) ) 2 k = 1 For the proof of Theorem 2 , please refer to Chao ( 1989 ) .By Theorem 2 , we then have an estimator N , of N given by + ...
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