Results 41 to 50 of about 1,359,146 (78)
碩士若f在[a, b]中為一個凸函數,那麼存在有實數k, K使得 k, K介於阿達瑪不等式的不等號中間嗎? 這個論文主要研究目的就是去找出更多這樣的答案。If f is convex function on [a, b], do there exist real numbers k, K, such that between the classic Hermite-Hadamard inequality?
王清正;Wang, Carlem
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[A heart sound classification method based on complete ensemble empirical modal decomposition with adaptive noise permutation entropy and support vector machine]. [PDF]
Liu M, Wu Q, Ding S, Pan L, Liu X.
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[Heart sound classification based on sub-band envelope and convolution neural network]. [PDF]
Wang X, Yang H, Zong R, Pan J, Wang W.
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碩士若f在[a, b]中為一個凸函數,那麼存在有實數l, L,並使得l, L介於Hadamard不等式的不等號中間嗎? 這個論文主要研究目的就是去找出更多這樣的答案。If f is convex function on [a, b], do there exist real numbers l, L, such that between the classic Hermite-Hadamard inequality?
洪睿澤;Hung, Jui-Tse
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[Design and implementation for portable ultrasound-aided breast cancer screening system]. [PDF]
Wang Z +5 more
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[[abstract]]在本計劃結案資料中, 我完成了當初申請計畫預期的結果,如下: 令n 為一正整數且 使得 . 記 ; , 此 , , 且 ; , 此 , 分別為 的加權及非加權算術平均數和加權及非加權幾何平均數。 同理,記 ; , 此 , ,且 ; , 此 , 分別為 的加權及非加權算術平均數和加權及非加權幾何平均數。 在 1961年, E. F. Beckenbach 和 R. Bellman [7, P.25] 出版了由Ky Fan提供的有關非加權算術平均數及非加權幾何平均數相對應不等式如下:
曾貴麟
core
[A protein complex recognition method based on spatial-temporal graph convolution neural network]. [PDF]
Sheng J, Xue J, Li P, Yi N.
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遞增型態與r-Hölder型態之映射的Grüss型態積分不等式與其在梯形公式上的應用
碩士我們提出一個Gruess型態積分不等式,它是建立在兩個分別為遞增型態與r-Hoelder型態之函數上,並提出遞增型態之函數在擾動梯形公式與類梯形公式之數值積分上的應用例子。We give an integral inequality of Gruess'' type for two mappings of increasing type and of r-Hoelder''s type. We also provide the applications for perturbed trapezoid
黃俊龍; Huang, Chun-Lung
core
[Prediction of epilepsy based on common spatial model algorithm and support vector machine double classification]. [PDF]
Wang Y, Jiang W, Liu Z, Bao C.
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碩士我們在本文中,建立一些新的函數其三階導數屬於 Q(I) 的 Hermite-Hadamard’s 型和 Simpson’s 型的不等式.In this paper, we obtain some new inequalities of Hermite-Hadamard’s type and Simpson’s type for functions whose third derivatives belong to Q(I).On Some Integral Inequalities for ...
許立佳; Hsu, Li-Chia
core

