Results 31 to 40 of about 1,074,698 (88)
Journal of Sociolinguistics, Volume 30, Issue 4, Page 452-465, September 2026.ABSTRACT This study investigates how ordinary Taiwanese netizens perform linguistic authority by policing others’ use of Mainland Chinese expressions in everyday online interactions not originally intended to be political and how such policing is subsequently supported, resisted, or (de)legitimized in the context of Taiwan–China relations. Three orders
Hsi‐Yao Su
wiley +1 more source
Rare Metals, Volume 45, Issue 8, August 2026.ABSTRACT Advanced metallic glasses, leveraging their ultrahigh strength, excellent corrosion resistance, superior soft magnetic properties and good biocompatibility, have gradually become indispensable strategic cornerstones in critical fields such as aerospace, electronic information and energy power. This unique combination of properties enables them
Yizhou Liu +11 more
wiley +1 more source
World Water Policy, Volume 12, Issue 3, August 2026.ABSTRACT Bengaluru, a primary metropolitan centre in India, is currently grappling with the dual crises of urban flooding and severe groundwater depletion. These challenges are driven by rapid urbanization, which has seen built‐up areas increase from 42% to 86% over two decades, resulting in a dramatic loss of vegetation and wetlands.
S. Biswas, S. V. B. Patel, B. Maheshwari
wiley +1 more source
, 2017 碩士本文中均假設 I = [a, b]，f為I上的函數： 若f : I → ℝ為I中的凸函數，則 f((a+b)/2)≤1/(b-a)∫_a^b▒〖f(x)dx≤(f(a)+f(b))/2 〗, (1.1) 恆成立，為眾所週知的Hermite-Hadamard不等式。 若f為I中的凸函數，是否存在實數 l 及L 滿足下列不等式： f((a+b)/2)≤l≤1/(b-a)∫_a^b▒〖f(x)dx≤L≤(f(a)+f(b))/2〗, (1.2) 本論文研究的主要目的，是為了提供問題 (1.2)更多的答案 ...
郭妙霓;Guo, Miao-Ni
core +1 more source
, 2015 对于n(n≥2)维Euclidean空间中n维单形的几何不等式，其径向函数或支撑函数很难找到，一般很难用径向或Hausdorff来度量2个单形的“偏差”，使得对有关单形的几何不等式稳定性的研究比较困难.利用n维单形与其共超球的n维正则单形的偏差，引进了单形“R-偏正”度量的概念，证明了Gerber不等式、Euler不等式、SalleeAlexander不等式以及Weitzenböck不等式是稳定的 ...
WANGWen(王文), YANGShiguo(杨世国)
core +1 more source
, 2012 [[abstract]]Opial不等式及其差分方程型態一般性的推廣，在基礎研究中扮演解決問題的角色。例如微分方程和差分方程在建構初始邊界值的限制下，方程式存在性和唯一性的問題。此外，許多物理行為，例如振盪、無振動與有界性的問題，也發現可由Opial不等式來討論解釋。首先將針對Opial不等式與Lasota不等式做個介紹，在1960年，Opial(請參閱參考文獻[7])建立下列重要的積分不等式:令函數$x(t)\in\{C^{1}}[0,h]$，滿足$x(0)=x(h)=0$且對於所有$t\in\[0 ...
許凱程
core
[Effects of surface treatment on the phase and fracture strength of yttria- and magnesia-stabilized zirconia implants]. [PDF]
Beijing Da Xue Xue Bao Yi Xue Ban, 2023 Ding Q +5 more
europepmc +1 more source
[Research Progress of Antitumor Pharmacovigilance]. [PDF]
Zhongguo Fei Ai Za Zhi, 2022 Sun W, Hu Y, Xu Y, Zhang B.
europepmc +1 more source
某些建立在isotonic linear functionals及Hilbert空間上的Jessen-型態不等式
, 2012 [[abstract]]本計劃提供一些Jessen-Hadamard-type, Fejér-Hadamard-type, Hadamard-type及Bullen-type不等式;改良及推廣遠原始的Jessen, Hadamard, Fejér, Bullen 不等式. In this project, we present some Jessen-Hadamard-type, Fejér-Hadamard-type, Hadamard-type and Bullen-type ...
曾貴麟
core
[Chemome profiling of Pien-Tze-Huang by online pressurized liquid extraction-ultra-high performance liquid chromatography-ion trap-time-of-flight mass spectrometry]. [PDF]
Se Pu, 2021 Li W +6 more
europepmc +1 more source