Languages
Zhou, Yi.
Overview
| Works: | 1 works in 3 publications in 1 languages | |
|---|---|---|
Titles
China and the International Astronomical Union = divorce, separation and reconciliation (1958-1982) /
by:
Zhou, Yi.; SpringerLink (Online service); Montmerle, Thierry.; International Astronomical Union
(Electronic resources)
Nonlinear wave equations
by:
Li, Tatsien.; Zhou, Yi.; SpringerLink (Online service)
(Electronic resources)
The two lives of Cheng Maolan = from the "French Silk Road to astronomy" to the meanders of Mao's China /
by:
Zhou, Yi.; SpringerLink (Online service); Montmerle, Thierry.; Gomas, Yves.
(Electronic resources)
Principal component analysis based image fusion routine with application to stamping split detection.
by:
Zhou, Yi.; Clemson University., Mechanical Engineering.
(Electronic resources)
Post-collectivism in a transitional economy: The logic of integration under the radical differentiation and stratification in Huaxi village (China, Chinese text).
by:
Zhou, Yi.; The Chinese University of Hong Kong (People's Republic of China).
(Electronic resources)
Enhancing the Understanding of Integration in Mixed Methods Research by Reviewing Integration Strategies in Published Journal Articles: A Systematic Review.
by:
Zhou, Yi.; Ohio University., Educational Research and Evaluation (Education).
(Electronic resources)
MDD, What and How A Motion Graphics Short Film.
by:
Zhou, Yi.; Rochester Institute of Technology., Computer Graphics Design.
(Electronic resources)
Subjects
Design.
Astronomy- International cooperation
Sociology, Social Structure and Development.
Cinematography.
Astronomers- China
Film studies.
Electrical engineering.
Mathematics.
International Astronomical Union- History.
Astronomy, Cosmology and Space Sciences.
Automotive engineering.
Mechanical engineering.
Chinese- France
Nonlinear wave equations.
Partial Differential Equations.
Maolan, Cheng.
History of Physics and Astronomy.
Astronomy- History.- China
Law of the Sea, Air and Outer Space.
Calculus of Variations and Optimal Control; Optimization.
Information science.
Difference and Functional Equations.