隱式變量 的英文怎麼說
中文拼音 [yǐnshìbiànliáng]
隱式變量
英文
implicit variable-
In this thesis, used thermocouple to sense the temperature in the space of the hearth, attributed the thermocouple based on calorifics and scientific arithmetic, acquired data by data acquiring card, processed data according to the demand of setting up temperature model and drawing graphics and then caculated the coordinates of isothermal points and normals of isothermal facets, ascertained the order of connecting points and the model of construct, drawed the isothermal facet of temperature field with opengl at last
通過數據採集板卡進行數據採集並與計算機介面進行數據處理。然後，將處理后特殊點的溫度數據依據marchingcubes演算法建立數學模型求取等溫面上的點的坐標及各點的法向量等。最後，確定計算的三維坐標點的連接順序和拓撲模型，利用opengl進行等溫面的繪制、消隱和模式變換等工作。Firstly, second harmonic component ratio and dead angles of two phase inrush ' s dispersion in three - phase transformes are acted as input variable. secondly, the method applies improved algorithm based on the original algorithm of multi - layer forward back propagation network, that is to say, adding last variational effect of weight value and bias value to this time and making use of variable learning rate. at the same time, this method also adopts dynamic form in the number of hidden floor node
首先，文中將三相變壓器兩相涌流差流的二次諧波含量比和間斷角作為網路的輸入變量；其次，利用對原有bp網路訓練演算法基礎上的改進型演算法（即在計算本次權值和閾值的變化時增加上一次權值和閾值變化的影響以及採用變學習率，與此同時隱含層神經元個數採用動態形式） ，通過樣本訓練使網路結構模型達到最優。In this article, we give sufficient conditions for the existence of solutions to the vectorial hamilton - jacobi equations with dirichlet boundary condition : obtaining, in addition, an application to the theory of existence of minimizers for a class of non - convex variational problems
本文給出了一類依賴于自變量和未知函數的梯度的向量情況隱式偏微分方程的dirichlet問題的弱解的存在性的充分條件，並將該結果應用到一類非擬凸變分問題中去。Also, we give characteriza - tions of the set of solutions for ( ivep ) in case of nonmonotonicity, weak c - pseudomonotonicity, c - pseudomonotonicity and strict c - pseudomonotonicity, respectively. under these assumptions and additional conditions, we conclude that " the sets of solutions for ( ivep ) are nonempty, closed and convex. finally, we give some applications of ( ivep ) to vector variational inequality problems and vector optimization problems
通過有力的證明和具體的例子，我們可以斷定在一定條件下隱式向量均衡問題（ ivep ）的解集是不空、閉和凸的；最後在第五節里，我們舉出了一些隱式向量均衡問題（ ivep ）應用到向量變分不等式問題和向量優化問題的例子。Using method of oil - flow visualization techniques and measuring pressure distribution along airfoil chordwise and spanwise studies have been down for sidewall boundary - layer displacement effect in two - dimensional wind tunnel. three different chord models were tested in two different wind tunnel. in order to clarify the sidewall effects and study method of sidewall suction theory and sidewall interference correction method to remove effects of sidewall on model. the results of oil - flow test show that selection rational suction wary can obtain better testing results. by investigations on effects of the sidewall boundary layer suction and application of a sidewall interference correction method
為了很好地解決多機場航班隊列的擁塞問題，在將進場容量、離場容量與機場容量作為統一整體的情況下，充分考慮了機場間的網路效應，詳細研究了多機場航班隊列的優化問題，建立了多機場開放式非實時流量管理的數學模型，通過選取適當的決策變量，使其為線性0 - 1整數規劃模型，實現了中心流量集中管理.與其它演算法不同，本文提出的啟發式隱枚舉演算法能很好地解決此類問題，對某機場網路系統的模擬結果證明了所建模型、優化演算法及相應軟體的有效性和可靠性We adopted 2 x 2 x 3 design in this research. these three independent variables were grade ( grade 3 and grade 5 ), gender ( male and female ), methods of inspiration ( none, implicit and explicit )
研究採用2 2 3的完全隨機實驗設計，三個自變量分別是年級（三、五年級） 、性別（男、女） 、啟發方式（無啟發、內隱啟發、外顯啟發） 。An implicitly declared variable inside a functionthat is, one that appears on the left side of an assignment expression without the var keywordis a global variable
函數內隱式聲明的變量（即出現在賦值表達式的左邊不帶var關鍵字的變量）是全局變量。During the course of information recommending, the thesis combines content - based filtering with collaborative filtering to find particular information for each user, and it also presents different collaborative filtering strategies. in personalized information retrieval, the thesis takes advantage of the user ' s profile which describes particular user ' s information needs to filter useful information from the retrieval results for particular user and to enhance the accuracy of retrieval
與以往系統不同，系統無需用戶直接反饋，而是通過其對文檔的訪問頻度、駐留時間及操作行為等來隱式獲取用戶的評價信息；同時，系統也利用用戶候選興趣特徵向量來記錄和累計用戶潛在的、非主要的興趣的變化過程，精度更高。In visual basic, you cannot declare implicit variables in the expression evaluator, but if you use an undeclared variable in the visual basic expression evaluator, an implicit variable is created automatically
在visual basic中，無法在表達式計算器中聲明隱式變量，但是如果在visual basic表達式計算器中使用未聲明的變量，將自動創建一個隱式變量。Such implicit variables are of type
這樣的隱式變量為When fast mode is turned off, implicit variable declaration is required
當關閉快速模式時，要求使用隱式變量聲明。However, you can assign to an implicit variable in the immediate window
但是，可以在「即時」窗口中向隱式變量賦值。In visual basic, implicit variables are not listed in the locals window
在visual basic中，隱式變量不會列在「局部變量」窗口中。These implicit variables are scoped to the debugger and not accessible outside the debugger
這些隱式變量的范圍限於調試器，無法在調試器外訪問。These implicit variables never go out of scope and can be treated as any other variable
這些隱式變量永遠不會超出范圍，可以作為任何其他變量一樣處理。In c and visual j, you can create an implicit variable by declaring it in the expression evaluator
在c #和visual j #中，可以通過在表達式計算器中聲明來創建隱式變量。Loop simplifies this process a little by using an implicit variable that is, one that isn t explicitly created for the
對象的隱式變量（也就是說，變量不是顯式創建的） ，對這個過程稍做了點兒簡化。In order to access this parameter value, use the implicit
可以訪問這些參數的值，隱式變量Window, the new implicit variable appears in the locals window with the sign in front of the variable name, in this case,
在「即時」窗口中執行此代碼時，新的隱式變量將顯示在「局部變量」窗口中，其變量名稱前有一個$符號，在本例中，為Variable. likewise, if you need to set response headers such as browser type, content type, content length, and so on, simply call the necessary methods on the implicit response
類似地，如果您需要設置響應頭部信息，比如說瀏覽器類型、內容類型、內容長度等等，簡單地用隱式變量分享友人