Discovery and expression of Chinese image
Listing ref E3K55ZFQ
Central Academy of Fine Arts
AI Snapshot
Discovery and expression of Chinese image is a 3 Years master's degree degree offered by Central Academy of Fine Arts in Beijing, China. The program is taught in Chinese. Tuition is approximately 60000 RMB per year.
Okuw Tölegi
¥ 60,000 CNY
Möhlet
3 Ýyl
Dil
Hind
Dereje
Master's Degree
Iň pes GPA
2.5
Iň ýokary ýaş
40
This program focuses on the exploration of traditional and contemporary Chinese imagery, encouraging students to express their interpretations through various artistic mediums. It aims to bridge cultural narratives and personal expression in the realm of visual arts.
Esasy Okuw Meýilnamasy
- Applicant must be a foreign citizen.
- A Bachelor's degree or equivalent education is required.
- Applicants must be under 40 years of age.
- An HSK 5 certificate is required for majors in Painting, Sculpture, Design, and Architecture, or an HSK 6 certificate for academic majors.
- Applicants must demonstrate virtue and good health.
Arzaňyzy bermezden öň bu resminamalary taýýarlaň
Ýaşaýyş ýeri maglumaty elýeterli däl
| Program | University | Duration | Tuition |
|---|---|---|---|
| Discovery and expression of Chinese image | Central Academy of Fine Arts | 3 Ýyl | 60000 RMB/yr |
| Creation of sense of reality in plastic art | Central Academy of Fine Arts | 3 Years | 60000 RMB/yr |
| Evolution and application of "Printmaking" | Central Academy of Fine Arts | 3 Years | 60000 RMB/yr |
Arzalar kabul edilýär
Arza tabşyrmagyň soňky güni: 5 noý 2026
** Goşmaça çykdajylar ýaşaýyş ýeri, wiza we gündelik çykdajylary öz içine alyp biler
Halkara ykrar edilen dereje
Tejribeli mugallymlar
Döwrebap desgalar we resurslar
Kariýera ösüş goldawy
CSCA Synawyna Taýýarlanýarsyňyzmy?
Hytaý Akademik Ukyp Bahalandyrmasy (CSCA) indi ýokary talyp haklary üçin talap bolup durýar. Biziň täze gollanmamyzda dersler, bahalandyryş we taýýarlyk strategiýalary barada doly maglumat alyň.
Maslahat #1
Ýöriteleşdirilen Hytaý dili diňe HSK däl, eýsem akademiki söz baýlygyny talap edýär.
Maslahat #2
Matematika bölümleri geometriýa agyrlyk berýär. Konus kesimlerini gaýtalaň.