● 학력 (Education)

2004.03 - 2011.02 : 포항공과대학교 수학과 박사

2000.03 - 2004.02 : 포항공과대학교 수학과 학사

● 경력 (Experience)

2021.09 - 현재 : 부산대학교 수학과 부교수

2017.09 - 2021.08 : 부산대학교 수학과 조교수

2016.02 - 2017.08 : Institut Fourier, Universite de Grenoble-Alpes 연구원

2012.01 - 2015.12 : 고등과학원 연구원

2011.02 - 2011.12 : 한국과학기술원 BK21 연구원

● 대표논문 (Selected Publications)

○국외학술지

(S)SCI(E)

[1]최영준,Georg Schumacher, "Extension of the curvature form of the relative canonical line bundle on families of Calabi?yau manifolds and applications", ANNALES DE L INSTITUT FOURIER /ISSN = 0373-0956, Vol.71, Issue.1, pp.393-406 (2021/08) (ANNALES DE L INSTITUT FOURIER)

[2]최영준,Matthias Braun,Georg Schumacher, "Positivity of direct images of fiberwise ricci-flat metrics on calabi-yau fibrations", TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY /ISSN = 0002-9947, Vol.374, Issue.6, pp.4267-4292 (2021/06) (AMER MATHEMATICAL SOC) 

[3]최영준,유성민, "Holomorphic Families of Strongly Pseudoconvex Domains in a Kahler Manifold", JOURNAL OF GEOMETRIC ANALYSIS /ISSN = 1050-6926, Vol.31, Issue.3, pp.2639-2655 (2021/03) (SPRINGER)

[4]최영준,염지훈, "Semi-continuity of the Diederich-Fornaess and Steinness indices", INTERNATIONAL JOURNAL OF MATHEMATICS /ISSN = 0129-167X, Vol.31, Issue.13, pp.2050107-1-2050107-8 (2020/12) (WORLD SCIENTIFIC PUBL CO PTE LTD) 

[5]최영준,이강혁,유성민, "A certain K\"ahler potential of the Poincar\'e metric and its characterization", JOURNAL OF THE KOREAN MATHEMATICAL SOCIETY /ISSN = 0304-9914, Vol.57, Issue.6, pp.1335-1345 (2020/11) (KOREAN MATHEMATICAL SOC) 

[6]최영준,Georg Schumacher,Matthias Braun, "Kahler forms for families of Calabi?yau manifolds", PUBLICATIONS OF THE RESEARCH INSTITUTE FOR MATHEMATICAL SCIENCES /ISSN = 0034-5318, Vol.56, Issue.1, pp.1-13 (2020/01) (KYOTO UNIV)

[7]최영준,이강혁,유성민, "A certain K\"ahler potential of the Poincar\'e metric and its characterization", JOURNAL OF THE KOREAN MATHEMATICAL SOCIETY /ISSN = 0304-9914, Vol.57 Issue.6 pp.1335 - 1345 (2020/11) (KOREAN MATHEMATICAL SOC)

[8]최영준,염지훈,"Semi-continuity of the Diederich-Fornaess and Steinness indices", INTERNATIONAL JOURNAL OF MATHEMATICS /ISSN = 0129-167X, Vol.31 Issue.13 pp.2050107-1 - 2050107-8 (2020/12) (WORLD SCIENTIFIC PUBL CO PTE LTD)

[9]최영준,유성민,"Holomorphic Families of Strongly Pseudoconvex Domains in a Kahler Manifold", JOURNAL OF GEOMETRIC ANALYSIS /ISSN = 1050-6926, Vol.31 Issue.3 pp.2639 - 2655, (2021/03) (SPRINGER)

[10]최영준,Matthias Braun,Georg Schumacher,"Positivity of direct images of fiberwise ricci-flat metrics on calabi-yau fibrations", TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY /ISSN = 0002-9947, Vol.374 Issue.6 pp.4267 - 4292 (2021/06) (AMER MATHEMATICAL SOC)

[11]최영준,이강혁, "Existence of a complete holomorphic vector field via the Kahler?Einstein metric",ANNALS OF GLOBAL ANALYSIS AND GEOMETRY /ISSN = 0232-704X, Vol.60 Issue.1 pp.97 - 109 (2021/07) (SPRINGER)

[12]최영준,Georg Schumacher, "Extension of the curvature form of the relative canonical line bundle on families of Calabi?yau manifolds and applications", ANNALES DE L INSTITUT FOURIER /ISSN = 0373-0956, Vol.71 lssue.1 pp.393 - 406 (2021/08) (ANNALES DE L INSTITUT FOURIER)

[13]최영준,마리오 찬, "Extension with log-canonical measures and an improvement to the plt extension of Demailly-Hacon-Paun", MATHEMATISCHE ANNALEN /ISSN = 0025-5831, Vol.383

Issue.3-4 pp.943 - 997 (2022/08) (SPRINGER-VERLAG)

[14]최영준,유성민, "FIBERWISE KAHLER-RICCI FLOWS ON FAMILIES OF BOUNDED STRONGLY PSEUDOCONVEX DOMAINS", DOCUMENTA MATHEMATICA /ISSN = 1431-0643, Vol.27 pp.847 - 868 (2022/10) (FIZ KARLSRUHE-LEIBNIZ-INST INFORMATIONSINFRASTRUKTUR)

[15]최영준,이강혁, "The method of potential rescaling: overview and the localization", Complex Analysis and its Synergies /ISSN = 2197-120X, Vol.9 Issue.1 pp.1 - 10 (2023/02)(Springer International Publishing AG)

[16]최영준,이강혁,서애령, "A Characterization of the Unit Ball by a Kahler-Einstein Potential",JOURNAL OF GEOMETRIC ANALYSIS /ISSN = 1050-6926, Vol.33 Issue.4 pp.133(1) - 133(18) (2023/04) (SPRINGER)

○국내학술지

학진등재

[1]최영준, "THE CARATHE ?ODORY-CARTAN-KAUP-WU THEOREM ON KOBAYASHI HYPERBOLIC ALMOST COMPLEX MANIFOLDS", East Asian Mathematical Journal /ISSN = 1226-6973, Vol.35, Issue.5, pp.529-534 (2019/09) (Executive Board of the Pusan Kyongnam Branch ofthe Korean MathematicalSociety) 

[2]최영준, "Relative Twisted K\"{a}hler-Ricci Flows on Families of Compact K\"{a}hler Manifolds",East Asian Mathematical Journal /ISSN = 1226-6973, Vol.37 Issue.5 pp.577 - 584 (2021/09) (Executive Board of the Pusan Kyongnam Branch ofthe Korean MathematicalSociety)

● 대학원생(Graduate student)