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 Wysłany: Czw 7:47, 07 Kwi 2011 Temat postu: air jordan high heels Second Order Singular Impuls |
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Second Order Singular Impulsive Boundary Value Problems Existence
l, and (t)> 0. a 0-or = port , bop ( port ) = 0 , then ( port ) = 0; (5) ff = tl And (t)> 0, _o-= port , bop (a) ≠ 0, then (a) -> O ( port ) a - > 0. A total of three cases can occur : (1) t - 0, (b a) ,[link widoczny dla zalogowanych]! ,[link widoczny dla zalogowanych]! b () a ! l II Dan ( - 0, t ∈ [,],[link widoczny dla zalogowanych], and z (t * t) _z (t 。)+[,( y (t. )) a lq3 (t 。))]( t.). 12 Hu Guanghui , et al: Second Order Singular Impulsive Boundary Value Problems of Two 757 same reason z (t) (ti) the appropriate definition of z (£) at t = a, t. ,[link widoczny dla zalogowanych], B Department of function values , we get z (£) in [ ,] on the continuous differentiability . Therefore, there must be ∈ [,] to meet : z (i) = maxz (£)> 0, z (i) - o. 'fs so there are lira-l (pz = lira (1 (P ),,(£))) an ancient ,(£))) liraq (t) (t, y (t)) £, fl (t)) ] = lim_q (t) x £,[link widoczny dla zalogowanych],(£)+ p (y (£)(£))- f (t, B (t))] = q (i) p (z (t))> 0. (lim (p ()()),( ∈ (£,£))=-_ lil (pz)> 0. p (£, but on the other . A lira_ and 1 < -0 , a contradiction. by a ) Ay (t )(£), t ∈ [ mouth , b] set up . NJJNNi ~ y (t) a (t), t ∈ [ mouth , b]. theorem is proved. the ancient states of a Li 1 lira refuse = 6
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