asymptotic behaviour造句
例句與造句
- Global existence and asymptotic behaviour for the compressible navier - stokes equations
方程組解的整體存在性和漸近性 - The asymptotic behaviour for a class of chemical interficial reaction - diffusion models
一類界面化學(xué)反應(yīng)模型的解的漸近性 - Oscillatory and asymptotic behaviour of unsteady second - order difference equation
不穩(wěn)定型二階差分方程解的振動性及漸近性 - Existence and global optimal asymptotic behaviour of large solutions to a semilinear elliptic problem
一類非線性橢圓型問題爆炸解的存在性與全局最優(yōu)估計 - Asymptotic behaviour of the first - arrive time series of one - dimensional nearest - neighbour random walks in random enviroments
隨機環(huán)境中1維緊鄰隨機游動首達時漸近性質(zhì) - It's difficult to find asymptotic behaviour in a sentence. 用asymptotic behaviour造句挺難的
- Existence and asymptotic behaviour of the global weak solution of the initial boundary value problem for a class of nonlinear wave equation
一類非線性波動方程初邊值問題整體弱解的存在性和漸近性 - Focused on the asymptotic behaviour of mediant for fourth order lagrange ' s mean value theorem and obtained the main results as followed ( the equation is abbreviated )
摘要對四階拉格朗日中值定理中間點的漸近性質(zhì)進行了研究,得到的主要結(jié)果是(方程式略) 。 - In this paper , asymptotic behaviour of solutions for forced nonlinear differential systems with distributed delays is discussed . the reults of 6 is extended and delightfull result is obtained
研究了一類帶有強迫項的具有連續(xù)型滯量的非線性微分方程組解的漸近性.進一步推廣了文6中的主要結(jié)果,得到了系統(tǒng)的解趨于零的充分條件 - Finalh . the asymptotic behaviour of the chemostat model with two - nutrient and diffusion is further studied . the global attractivity of the periodic solution is proved under the unique existence of the periodic solution
然后進一步研究具有周期環(huán)境的雙營養(yǎng)擴散恒化器模型的漸近性態(tài),在周期解存在唯一的條件下證明了該周期解的全局吸引性。 - Moreover , under those conditions , the global stability of the positive equilibrium is proved for the two models without delays . iii ) the asymptotic behaviour of the chemostat model with predator - prey populations and delays is studied
三、研究了單營養(yǎng)食物鏈的恒化器模型的漸近性態(tài),利用波動引理給出了邊界平衡點全局吸引性的充分條件。 - Our results imply that mutual interference in a species may result in coexistence of the two competing species and demonstrate that those time delays do not influence the competitive outcome of the organisms . ii ) the asymptotic behaviour of the chemostat model with mutual interference or without mutual interference is studied . for the two models with delay , the uniform persistence of the models are both proved under the conditions of the existence of the positive equilibrium
二、研究了無種內(nèi)競爭和有種內(nèi)競爭的具有階段結(jié)構(gòu)的時滯恒化器模型的漸近性態(tài),對于兩類模型,都在正平衡點存在性的條件下證明了該系統(tǒng)的一致持續(xù)生存,對于兩類相應(yīng)的常微系統(tǒng)的模型,均在正平衡點存在性的條件下證明了該正平衡點的全局穩(wěn)定性。 - This dissertation mainly investigates the properties of solutions of a class of quasi - linear wave equations with a viscosity , a nonlinear perturbation ( source term ) and a dissipative term ( damping term ) , which arises from the longitudinal motion of a visco - elastic material . it contains the problems of existence and uniqueness of solutions , global existence , asymptotic behaviour and finite time blow up , etc . this thesis consists of four parts
本論文主要研究來自于物體的波動等應(yīng)用領(lǐng)域中的一類帶有粘性項、非線性擾動項(源項)和耗散項(阻尼項)的擬線性波動方程解的定性性質(zhì),內(nèi)容包括解的存在唯一性,解的整體存在性和漸進性態(tài)及解在有限時刻爆破等問題