bvp 中文意思是什麼

bvp 解釋
常微分方程邊值問題
  1. An existence theorem of positive solution for a superlinear semipositone second - order three - point bvp

    超線性半正二階三點邊值問題的一個正解存在定理
  2. Bvp butadiene vinyl pyridine rubber

    丁吡橡膠
  3. Solutions of two - point bvp of integro - differential equations in banach spaces

    微分方程兩點邊值問題的解
  4. Existence and multiplicity of positive radial solutions for a kind of semilinear elliptic bvp s

    一類半線性橢圓邊值問題的正對徑解的存在性與多解性
  5. Bottling industry. glass bottles. glass screw finishes for non carbonated products so - called " bvp ". dimensions

    制瓶工業.玻璃瓶. " bvp "非碳酸製品的玻璃螺紋瓶口.尺寸
  6. Be the sequences of eigenvalues for the boundary value problems and respectly, then we have theorem 1 if the above conditions hold, then bvp ( 1. 1 ) ' s spectrum includes ? ? n ? ? n ? ( n ? 1 )

    分別表示邊值問題和的特徵值,則我們有定理1如果上述條件滿足,則區間
  7. Inspired by g. h. pimbley ' s paper [ 1 ], we use the technique of the phase plane to approach the global structure of the superlinear problem bvp ( 1. 1 ). the main results obtained is the following

    本文受文[ 1 ]的啟發,應用相平面的方法研究了超線性bvp ( 1 . 1 ) .本文的主要結果如下
  8. We concern with the following boundary value problem : ( i ) assumed h1 ) , h2 ) , h3 ) are satisfied , all of the ’ s having the same signs and , we give sufficient conditions for the solvability of the bvp ( i ). 2

    設條件h1 ) , h2 ) , h3 )滿足,建立了下列邊值問題( ii )分別在和且兩種條件下的兩個可解性定理。
  9. First. for linear systems in more general divergent form stated in [ 1 ], we give a complete proof on the generation of an analytic semigroup for the linear system by verifying the general sufficient condition on the analytic semigroup ( (. a, b, ) is a - regular elliptic bvp ), which make up for the insufficiency in the existence of local solutions which was established by h. amann [ 2 ]. thus the h. amann ' s theory on local existence and global existence of ( 1 ) is valid for cross - diffusion system ( 1 )

    所以我們首先利用h . amann [ 1 ]中給出的關于解析半群的充分條件( ( a , b , , , )是正則橢圓初邊值問題) 。詳細的證明了( 2 )對應的線性方程組生成解析半群,從而說明了h . amann的局部解存在性和整體解存在性理論在散度型方程組( 2 )中也是成立的,這在一定程度上彌補了h . amann [ 2 ]中局部解存在性理論證明的不完善。
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