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... see links ]" cụ thể minh người không học -mình hiểu run geredit -ok HKEY_LOCAL_MACHINE\SOFTWARE\ đánh thêmInternet Download Manager] "FName"="Hoang Ba" "Serial"="26SPF-2CC7Y-HPJLU-TGYOX" "LName"="Luong"...
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Báo cáo hóa học: " The equiconvergence of the eigenfunction expansion for a singular version of onedimensional Schrodinger operator with explosive factor" pptx
... we prove an important asymptotic relation for the Green’s function Lemma 2.2 For q(x) Î L1(0, π) and by the help of the asymptotic formulas (2.4), (2.5) for (x, l) and ψ(x, l), respectively, the ... consider now the Dirichlet problem (1.1)-(1.2) in the simple form of q(x) ≡ For q(x) = 0, the Dirichlet problem (1.1)-(1.2) takes the form −y = λρ(x)y y(0) = 0, 0≤x≤π (1:6) y(π ) = Let the eigenfunctions ... the form n = λ : |Re λ| ≤ π a n+ + π , 2a |Im λ| ≤ π n+ π −a + π 2(π − a) (3:38) 4- The remainder function r(x, ξ, l) admits the following inequality for l Î Γn, n ® ∞ ⎧ λ||x−ξ ⎪ O e−|Im | , for...
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Báo cáo hóa học: " The equiconvergence of the eigenfunction expansion for a singular version of onedimensional Schrodinger operator with explosive factor" potx
... we prove an important asymptotic relation for the Green’s function Lemma 2.2 For q(x) Î L1(0, π) and by the help of the asymptotic formulas (2.4), (2.5) for (x, l) and ψ(x, l), respectively, the ... consider now the Dirichlet problem (1.1)-(1.2) in the simple form of q(x) ≡ For q(x) = 0, the Dirichlet problem (1.1)-(1.2) takes the form −y = λρ(x)y y(0) = 0, 0≤x≤π (1:6) y(π ) = Let the eigenfunctions ... the form n = λ : |Re λ| ≤ π a n+ + π , 2a |Im λ| ≤ π n+ π −a + π 2(π − a) (3:38) 4- The remainder function r(x, ξ, l) admits the following inequality for l Î Γn, n ® ∞ ⎧ λ||x−ξ ⎪ O e−|Im | , for...
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