Dual的問題，透過圖書和論文來找解法和答案更準確安心。 我們找到下列股價、配息、目標價等股票新聞資訊

Special Functions in Fractional Calculus and Related Fractional Differintegral Equations

為了解決Dual的問題，作者Srivastava, Hari M. 這樣論述：

The subject of fractional calculus (that is, calculus of integrals and derivatives of any arbitrary real or complex order) has gained considerable popularity and importance during the past four decades, due mainly to its demonstrated applications in numerous seemingly diverse and widespread field

s of science and engineering. It does indeed provide several potentially useful tools for solving differential, integral and differintegral equations, and various other problems involving special functions of mathematical physics as well as their extensions and generalizations in one and more variab

les.Many books and monographs (and conference proceedings) deal with the subject of fractional calculus and its applications. However, to the best of our knowledge, there does not exist an exclusive work that co-ordinates the disciplines of fractional calculus and special functions in a potentially

useful manner. This book is an attempt in that direction and would serve a dual purpose: in providing key formulas and identities involving special functions and also in opening up some novel avenues of applications of fractional calculus.

Dual進入發燒排行的影片

「企業的善意會受懷疑嗎？」消費者懷疑論的干擾角色

為了解決Dual的問題，作者朱芳誼 這樣論述：

永續發展已然成為全球企業的使命與目標，經理人在使用善因行銷時，消費者的品牌熟悉度與消費者懷疑論成為影響購買意願的重要因素。旅館業風格與訴求多元發展，低碳旅館以節能減碳、永續發展為使命，在追求利潤的同時也將此視為一個企業社會責任。於過去研究指出消費者在面對企業所推行的善因行銷活動時，品牌熟悉度與消費者懷疑論將影響消費者的購買意願。本研究將探討品牌熟悉度對消費者購買意願之影響及檢驗消費者懷疑論的干擾效果並瞭解兩變數將如何影響購買意願之變化。研究結果顯示，品牌熟悉度對於購買意願呈正向相關，但消費者懷疑論於品牌熟悉度與購買意願兩者之間不具干擾效果。若將實驗情境進行分析，本研究發現在消費者持高度懷疑時

，不管品牌熟悉度高、低，消費者之購買意願皆會使購買意願下降；消費者持低熟悉度時，消費者懷疑論將直接負向影響購買意願，由此得知提高品牌熟悉度對於企業來說可避免受到懷疑論之影響。

Bounding Numerical Invariants of Algebraic Varieties

為了解決Dual的問題，作者Fyodor Zak 這樣論述：

This book deals with the problem of bounding numerical invariants of nonsingular projective algebraic varieties from a unified point of view. Starting with a new insightful proof of the Castelnuovo theorem, the author proceeds with giving (sharp) bounds for basic numerical invariants (such as Betti,

Hodge, and Chern numbers) of algebraic varieties of arbitrary dimension and classifying the varieties on the boundary. Many important results are proved in several different ways underlining different aspects of the topic. However, studying numerical invariants is just a pretext for the exploration

of the rich and versatile interplay between geometry and topology of projective algebraic varieties which forms the core of the book. A special role in this study is played by the dual varieties and their degrees classically called classes. While making an extensive use of Lefschetz theory (which i

s now also available for varieties over an algebraically closed field of positive characteristic), the author also develops a new variant of Morse theory which yields statements (including bounds) on the level of CW-complexes and provides bounds for the homology of real algebraic varieties. In this

way one also gets stronger forms of some classical results on the topology of projective varieties, such as weak and hard Lefschetz theorems, Hopf type formula etc.A detailed outline of the exciting centennial history of this topic and a list of intriguing open problems contribute to the value of th

e book.The exposition is accessible to students with only basic knowledge of algebraic geometry and topology.

鉍改質二氧化鈦奈米管陣列電極應用於脫鹽及能量儲存之雙功能電池

為了解決Dual的問題，作者胡進煇 這樣論述：

隨著人口增加、劇烈的氣候變化和環境的污染，水資源匱乏以及能源危機問題將會在未來幾十年內持續下去。由於海洋的水資源無限，海水淡化自然成為了解決淡水短缺的解答。海水淡化可以使高濃度的海水轉化成淡水，藉以增加淡水的量，且不受氣候的影響。主要研究是發展低耗能、低成本以及多樣化的淡化技術。鉍除了可以做為氯氣的儲存電極，也發現可以應用於可充電之脫鹽電池，另外鉍和氯氧化鉍皆不可溶於寬廣的pH值以及電位範圍的鹽水溶液，因此在海水中能夠重複使用。本研究以陽極處理得之的二氧化鈦奈米管作為模板，透過無電鍍法將鉍沉積於二氧化鈦奈米管作為氯化物儲存電極。氯離子以氯氧化鉍形式儲存在鉍奈米管陣列中。為探討氯化及脫氯行為，

以實驗半電池反應對鉍奈米管陣列電極進行線性掃描伏安法 (LSV) 和循環伏安法 (CV)。以及探討由不同電壓20V、30V以及40V二氧化鈦奈米管模板製備下，鉍奈米管陣列的差別。