2025학년도 전기 석·박사통합과정(진입)전형 모집 안내 Ⅰ.선발계획
1. 시행 학과 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)
2. 모집 인원
모집인원은 2023학년도 및 2024학년도 박사과정 정원 중에서 미선발 인원, 자퇴 및 석·박사통합과정 중도포기 등으로 발생한 여석 범위 내에서 선발
3. 지원 자격 가. 통합과정 3학기에 입학(진입 전형) 예정인 자는 본원 석사과정 학생 중 2학기(편입생 인정학기 포함)를 이수(또는 당해학기 이수예정)하고 교과학점 12학점 이상을 평균평점 3.5 이상 취득(또는 당해학기 취득예정)한 자를 대상으로 함 나. 통합과정 4학기에 입학(진입 전형) 예정인 자는 본원 석사과정 학생 중 3학기(편입생 인정학기 포함)를 이수(또는 당해학기 이수예정)하고 교과학점 18학점 이상을 평균평점 3.5 이상 취득(또는 당해학기 취득예정)한 자를 대상으로 함 ※ 단, 석사과정 수료 또는 수료예정자는 지원이 불가능 다. Full-Time 석사과정인 자(학·연·산협동과정 학생 지원 가능) 라. 지도교수의 추천을 받은 자 마. 단, 상기 가 또는 나의 통합과정 학기에 입학(진입 전형) 예정인 자가 당해 학기 성적확정 후 지원 자격에 미달한 경우(이수학기, 취득 학점 및 평균평점)에는 ‘합격을 취소함’
※ 유의사항 동일학과 동일전공에 한하여(석사과정이 단일전공인 학과는 예외) 지원이 가능하며, 교육부령의 군위탁자 및 GKS(대한민국정부초청)장학생을 제외한 “정원외 지원자” 지원가능
4. 지원자 제출서류 가. 지원서 1부. 나. 대학 및 대학원 성적(석사과정 2학기 이상 성적 포함) 증명서 각 1부. 다. 연구계획서 1부. 라. 지도교수 추천서 1부. 마. 논문 및 연구실적 각 1부. 바. 공인기관 외국어 성적증명서 사본 1부. (*제출 시 원본 지참하여 대조) 사. 원서접수비 입금영수증 ※ 유의사항 ① 필수 제출서류 : ‘가’ ~ ‘라’ 단, ‘교육학과’ 지원자는 TOEFL 성적증명서를 반드시 추가로 제출할 것 ② 선택 제출서류 : ‘마’ 와 ‘바’
5. 전형방법 : 서류전형 및 구술시험
6. 원서접수 가. 일 시 : 2024년 11월 25일(월) ~ 11월 27일(수) 09:00~17:00 나. 접 수 처 : 공과대학행정팀(공학관 101호) 다. 전 형 료 : 80,000원 라. 입금계좌 : 하나은행 391-910010-71604 고려대학교 (입금자 예시 : 홍길동경영 - “성명”+“본인학과“) 마. 원서 접수 시 입금영수증 첨부 7. 전형시행일(학과별 시행) 가. 전형시행 : 2024년 11월 29일(금) 오후 5:10부터 진행 (오후 5시 5분까지 신공학관 834호로 참석) ※ 지원자를 대상으로, 학과에서 면접 일정에 대해 개별 안내도 할 예정임 나. 합격자 발표 : 2025년 1월 24일(금) <예정>
8. 합격자 발표 : 2025년 1월 24일(금) <예 정> ※ 대학원 홈페이지에 공지
*Please refer to the attached file for the English version notice.
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