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TranslationMobile

邏輯計算方程,邏輯斯諦方程,邏輯方程
邏輯斯諦方程

"logistic" in Chinese : n. 1.【邏、數(shù)】邏輯斯蒂，符號[數(shù)理]邏輯；計算術(shù)。 ...
"equation" in Chinese : n. 1.平衡，均衡；平均，相等。 2.【數(shù)學(xué)】方程式， ...
"logistic" in Chinese : n. 1.【邏、數(shù)】邏輯斯蒂，符號[數(shù)理]邏輯；計算術(shù)。 2.【軍事】后勤( ...
"binary logistic" in Chinese : 回歸分析
"design for logistic" in Chinese : 為物流而設(shè)計
"domestic logistic" in Chinese : 國內(nèi)物流
"global logistic" in Chinese : 全球物流
"integrated logistic" in Chinese : 集成物流
"logistic - sailor" in Chinese : 初級船員
"logistic - sales" in Chinese : 市場開發(fā)人員
"logistic - shitechnician" in Chinese : 船舶技術(shù)人員
"logistic - supervirsor" in Chinese : 管理人員
"logistic - technician" in Chinese : 物流技術(shù)人員
"logistic alliance" in Chinese : 后勤聯(lián)盟
"logistic analysis" in Chinese : 邏輯斯諦分析

Examples

The existence of periodic solution of a neutral delay logistic equation
方程周期解的存在性
Oscillation for bounded positive solutions of two - type logistic equations
方程有界正解的振動性
On the existence of positive periodic solutions of a logistic equation with time delay
方程周期正解的存在性
The existence theorem of almost periodic solution for the logistic equation with infinite delays
方程的概周期解存在定理
Existence and uniqueness of asymptotic almost periodicity of logistic equation and the chacrachter of the solution
方程解的存在唯一性及其性態(tài)
The existence and asymptotic behavior of almost periodic solution for the logistic equations with infinite delay
方程的正概周期解存在性與漸近性
The existence and asympeo tic behavior of almost periodic solution for the logistic equations with infinite delay
方程的正概周期解的存在性與漸近性
Tp was the eigenvalue of logistic equation . the dre differences among plants could be well differentiated by tp
拐點是邏輯方程的一個特征值，對離體枝的脫水速率具有較好的鑒別能力。
According to the data we have gotten , the paper educes a logistic equation , from which some conclusions are drawn
并運用logistic分析，根據(jù)已經(jīng)收集到的數(shù)據(jù)進行了測算，得出了相應(yīng)的logistic的回歸方程和企業(yè)融資租賃影響因素logistic分析結(jié)果。
Nevertheless , the logistic equation was not far from precise , but after a hunderd years , it was still an important and widely applied model in ecology
盡管logistic模型還遠不夠精細，但是直到一百多年后的今天，它仍是種群生態(tài)學(xué)中的一個重要的而且被廣泛應(yīng)用的模型