Simply sign up to the Global Economy myFT Digest -- delivered directly to your inbox. You know the China story. Population? Huge. Economy? Very huge. Trade surpluses? Really huge. Maybe too huge. Even ...

China’s export powerhouse is feeding global demand for cheaper electronics, cars, clothing, and plenty more besides. But the supercharged competition driving that trend is causing problems within ...

China’s top market regulator has summoned the country’s leading tech companies to demand an end to “involutionary” competition, at the time when the companies are pouring billions of yuan into a Lunar ...

Adam Hayes, Ph.D., CFA, is a financial writer with 15+ years Wall Street experience as a derivatives trader. Besides his extensive derivative trading expertise, Adam is an expert in economics and ...

THE term “involution” or curling inward became a common slang in China in the 2020s, to reflect excessive competition in social and economic life, where students, workers and even business leaders ...

Welcome to The School of the Arts at Queen Mary University of London, where innovation and discovery meet excellence in education and research. You’ll learn how to unleash your imagination, use the ...

Abstract: Applying a deep learning-based model for medical image segmentation on resource-constrained devices involves substantial challenges. This task demands a model with decreased parameters and ...

Export-bound vehicles awaiting shipment in Lianyungang Port, Jiangsu province. WANG CHUN/FOR CHINA DAILY BEIJING -- China's Ministry of Industry and Information Technology (MIIT) said Saturday it will ...

Employees work on the production line of a factory in Ningde, Fujian province, in May. Wang Wangwang / For China Daily Editor's Note: Since 2025, "anti-involution" has become a focus of China's ...

Abstract: Convolution has been the core ingredient of modern neural networks, triggering the surge of deep learning in vision. In this work, we rethink the inherent principles of standard convolution ...

Proof of the Ergodic Theorem Two such sets S λ * belonging to different λ ’s are evidently distinct except for a set of measure 0. Hence there can exist only a numerable set S λ i * (i = 1, 2,) of ...