Infinitesimally null Ricci isotropic Lorentz manifoldsHyoungsick Bahn; Young Do Chai; Sungpyo Hong · 1996

Floer type cohomology on cosymplectic manifoldsCho, Yong Seung; Chai, Young Do · International Journal of Geometric Methods in Modern Physics · 2015

Quantum Cohomologies on Products of Cosymplectic Manifolds and CirclesCho, Yong Seung; Chai, Young Do · Bulletin of the Malaysian Mathematical Sciences Society · 2016

Gromov–Witten type invariants on circle bundles over symplectic manifoldsCho, Yong Seung; Chai, Young Do · International Journal of Geometric Methods in Modern Physics · 2016

Clinical case reports of cemental tearPark, Jung-Chul; Baek, Do-Young; Kim, Chang-Sung; Cho, Kyoo-Sung; Chai, Jung-Kiu; Kim, Chong-Kwan; Choi, Seong-Ho · The Journal of the Korean Academy of Periodontology · 2008

A STUDY ON THE FRETTING FATIGUE LIFE OF ZIRCALOY ALLOYSKWON, JAE-DO; PARK, DAE-KYU; WOO, SEUNG-WAN; CHAI, YOUNG-SUCK · Modern Physics Letters B · 2008

Joint Selection Combining and Power Loading Transmission With Adaptive -QAM in Multichannel SystemSang-Do Lee; Young-Chai Ko · 2009

Rigidity of higher elliptic generaDonggeng Gong; Kefeng Liu · Annals of Global Analysis and Geometry · 1996

Cusp ends of hyperbolic manifoldsB. N. Apanasov · Annals of Global Analysis and Geometry · 1985

Twistor spacesN. R. O'Brian; J. H. Rawnsley · Annals of Global Analysis and Geometry · 1985

Selfsimilar Lorentzian manifoldsDmitri Alekseevski; D. V. Alekseevski · Annals of Global Analysis and Geometry · 1985

Pinching and Betti numbersDominique Hulin · Annals of Global Analysis and Geometry · 1985

Peetre Theorem for Nonlinear OperatorsJan Slovák · Annals of Global Analysis and Geometry · 1988

Three-dimensional hyperelliptic manifoldsA. D. Mednykh · Annals of Global Analysis and Geometry · 1990

Consequences of quasi-freeVictor Guillemen; Elisa Prato; Regina Souza · Annals of Global Analysis and Geometry · 1990