전남대학교

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교수진

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김동수 이미지
성명
김동수 교수
연구실
자연대 1호관 308호
교수전공 및 연구분야
기하학
연락처
(062)530-3335
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dosokim@jnu.ac.kr
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약력: 사진은 수학과 학생들 (예비역00, 현역03)이 졸업하면서 선물한 것임.

Professor ( Department of Mathematics): 1984 ~

 

Chonnam National University (BS)

 

Seoul National University (MS)

 

Seoul National University (PhD)

 

Michigan State University (Visiting Scholar)

 

 

 

수상 경력

 

1. 2001년 6월22일: 호남수학회 학술상

 

2. 2016년 6월 16일: 호남수학회 논문상

 

3. 2017년 10월 28일: 대한수학회 학술상

 

 

학회 경력

 

1. 2003년 1월 ~2004년 12월: 대한수학회 회보편집위원장

 

2.  2015년  1월 ~ 2016년 12월:  호남수학회  편집위원장

 

 

연구분야 (Research Area )

1. 유클리드 공간이나 민코우스키 시공간의 부분 다양체에 대한 연구. 

특히, 극소 부분다양체나 유한형 부분다양체에 대하여.

 (Theory of submanifolds in Euclidean or Minkowski spaces.

In particular, mininal or finite type submanifolds in Euclidean or Minkowski spaces)

 

2. 공형 벡터장에 대한 연구.

(Theory of conformal vector fields on Riemannian manifolds)

 

3. 아인시타인 공간에 대한 연구.

 (Theory of Einstein spaces)

 

4. 다면체에 관한 연구

(Research on the properties of polyhedron)

 

5. 구면의 특성에 관한 연구

(Research on the characteristic  properties of hyperspheres)

 

6. 이차곡선의 특성에 관한 연구

(Research on the characteristic  properties of  conic sections)

 

 

7. 이차곡면과 아핀초구면의 특성에 관한 연구

(Research on the characteristic  properties of  quadratic hypersurfaces and affine hyperspheres)

 

8. 측지현의 성질을 가지는 초곡면과 부분다양체에 관한 연구

(Research on the hypersurfaces and submanifolds with geodesic chord properties)

 

9. 다각형과 다면체의 여러가지 무게중심에 대한 연구.

( Various centroids of polygons and polyhedra)

Papers (In Preparation, Submitted and Accepted)


 

Papers (In Preparation) 

 

▶ Curves and hypersurfaces in $S^n\times R$ with geodesic chord property  ,  In Preparation.

 

▶ Geodesic chord property and helices in  space forms,  In Preparation.


▶ Center of gravity and a characterization of parabolas II,  In Preparation.

 

▶  Centroid of trapezoids associated with a curve,  In Preparation.

 

▶   Homothetic hypersurfaces and proper affine hyperspheres,  In Preparation.

 

▶   Tangent buckets associated with a hypersurface,  In Preparation.

 

▶  Tangent cones associated with a hypersurface,  In Preparation.

 

▶   Ellipses in the Minkowski plane L^2, In Preparation.

 

▶   A characterization of homogeneous proper affine hyperspheres, In Preparation.

 

 

 

Papers(Submitted)

 

 

S-2.Kim, Dong-Soo;  Kim, Young Ho; Lee, Jae Won and  Yoon, Dae Won; COMPACT AND ELLIPTIC LINEAR WEINGARTEN SURFACES IN 3-SPHERES, submitted. 

 

 

S-1.  Dong-Soo Kim; Jae Won Lee; Dae Won Yoon; Lagrangian submanifolds in a Kaehler manifold with pointwise 1-type Gauss map   submitted.

 

 


  Papers (Accepted)  

 

 

 

Papers and Books (Published)

Papers (Published) 

 

 

 

MathScinet: http://www.ams.org/mathscinet/search/author.html?mrauthid=327746

 

 

20-1(113). Dong-Soo Kim, Young Ho Kim, Jinhua Qian, Characterization of Clifford Torus in Three-Spheres, MATHEMATICS, 718(1) - 718(11).

 

 

19-3(112). Kim, Dong-Soo;  Kim, Young Ho and  Yoon, Dae Won;  Geodesic chord property and hypersurfaces of  space forms, Symmetry(2019), 11(8), 1052

 

19-2(111). Kim, Dong-Soo; Kim, Young Ho and Jung, Yoon-Tae; Area Properties of Strictly Convex Curves, MATHEMATICS, 391(1) - 391(18).

 

19-1(110). Woo Kang Seo, Tae Keuk Kim, Min Seong Heo, Dong-Soo Kim and Hong Sung Jin, Wind dependent dispersion pattern classification in the pollination of genetically modified maize, Honam Math. J., 41(2019) no. 4, 837-849.

 

18-8(109). Kim, Dong-Soo;  Kim, Young Ho and Lee, Jae Won;  A characterization of hyperbolic spaces, Bull. Korean Math. Soc.,  55(2018), no. 4, 1103-1107.

 

18-7(108). Dae Won Yoon, Dong-Soo Kim, Young Ho Kim and Jae Won Lee; Hypersurfaces with Generalized 1-Type Gauss Maps, Mathematics 2018, 6, 130; doi:10.3390/math6080130.

 

18-6(107). Dae Won Yoon, Dong-Soo Kim, Young Ho Kim and Jae Won Lee; Classifications of flat surfaces with generalized 1-type Gauss map in ${\mathbb L}^{3}$, Mediterranean Journal of Mathematics, 15(2018), no. 3, 1-16. 

 

18-5(106). Kim, Dong-Soo; Kim, Young Ho  and Jung, Sun Mi;  Minimal ruled submanifolds associated with Gauss map,  Taiwanese J. Math., 22(2018), no. 3, 567-605.

 

18-4(105). So Yeon Lim, Hong Sung Jin,   Kwang Seuk Lee, Myeongsoo Park and Dong-Soo Kim; On the existence of inscribed polygons, Honam Math. J., 40(2018), no. 1, 83-91.

 

18-3(104). Lee, Jae Won; Kim, Dong-Soo;  Kim, Young Ho and  Yoon, Dae Won; Generalized  null 2-type surfaces in Euclidean space,  Advances in Geometry, 18(2018), no. 1, 27-36. 

 

18-2(103). Kim, Dong-Soo;  Kim, Young Ho and  Yoon, Dae Won; Various centroids and some characterizations of catenary rotation hypersurfaces,  TURKISH JOURNAL OF MATHEMATICS 42(2018), no. 1, 360-372.

 

18-1(102).   Bang, Shin-Ok ; Kim, Dong-Soo and  Yoon, Dae Won; Various centroids and some characterizations of catenary curves,  Comm. Korean Math. Soc., 33(2018), no.1, 237-245.

 

17-11(101).  Kim, Dong-Soo; Kim, Young Ho and Yoon, Dae Won; Some characterizations of catenary rotation surfaces, Kyungpook Mathematical Journal, 57(2017), 667-676.

 

17-10(100). Kim, Wonyong; Kim, Dong-Soo; Kim, Sangwook; Lim So Yeon; Perimeter centroids of quadrilaterals, Honam Math. J.,  39(2017), no 3, 431-442.PDF

 

17-9(99). Kim, Dong-Soo; Lee, Seul and Yoon, Dae Won; Various centroids and some characterizations of catenaries, Far East Journal of Mathematical Sciences (FJMS), 102(2017), no. 6, 1187-1199.PDF

 

17-8(98). Kim, Dong-Soo; Kim, Young Ho; Ju, Hyeong-Kwan and Shim, Kyu-Chul; Area properties associated with a convex plane curve, Georgian Mathematical Journal, 24(3) 2017, 429-437.PDF

 

17-7(97). Kim, Dong-Soo; Kim, Young Ho; Lee, Jae Won and Yoon, Dae Won; Constructions of helicoidal surfaces in Euclidean space with density, Symmetry 2017, 9, 173; doi:10.3390/sym9090173.PDF

 

17-6(96).  Kim, Dong-Soo; Kim, Wonyong and Kim, Young Ho; On the Gauss map of helicoidal surfaces, Commun. Korean Math. Soc., 32(2017), no. 3, 715-724.PDF

 

17-5(95). Kim, Dong-Soo;  Moon, Hyung Tae and  Yoon, Dae Won; Centroids and some characterizations of catenaries,  Commun. Korean Math. Soc.,  32(2017), no. 3, 709-714.PDF

 

17-4(94). Lee, Seul ; Kim, Dong-Soo and Park, Hyeon; Various centroids of quadrilaterals,  Honam Math. J., 39(2017), no 2, 247-258.PDF

 

17-3(93). Ahn, Seung Ho; Jeong, Jeong Sook; Kim, Dong-Soo Perimeter centroids and circumscribed quadrangles, Honam Math. J. 39(2017), no. 1, 127-136.PDF

 

17-2(92). Yoon, Dae Won; Kim, Dong-Soo; Kim, Young Ho; Lee, Jae Won Generalized null 2-type surfaces in Minkowski 3-space. Symmetry 2017, 9, 14; doi:10.3390/sym9010014PDF

 

17-1(91). Kim, Dong-Soo; Kim, Wonyong; Lee, Kwang Seuk; Yoon, Dae Won Various centroids of polygons and some characterizations of rhombi. Commun. Korean Math. Soc. 32 (2017), no. 1, 135145.PDF

 

16-6(90). Jung, Sun Mi; Kim, Dong-Soo; Kim, Young Ho; Yoon, Dae Won Gauss maps of ruled submanifolds and applications I . J. Korean Math. Soc. 53 (2016), no. 6, 13091330.PDF

 

16-5(89). Kim, Dong-Soo; Kim, Young Ho; Yoon, Dae Won Characterizations of tori in 3-spheres. Taiwanese J. Math. 20 (2016), no. 5, 10531064.PDF

 

16-4(88). Kim, Dong-Soo; Kim, Jong Ryul; Kim, Young Ho Cheng-Yau operator and Gauss map of surfaces of revolution. Bull. Malays. Math. Sci. Soc. 39 (2016), no. 4, 13191327.PDF

 

16-3(87). Kim, Dong-Soo; Lee, Kwang Seuk; Lee, Kyung Bum; Lee, Yoon Il; Son, Seongjin; Yang, Jeong Ki; Yoon, Dae Won Centroids and some characterizations of parallelograms. Commun. Korean Math. Soc. 31 (2016), no. 3, 637645.PDF

 

16-2(86). Kim, Dong-Soo; Kim, Dong Seo; Kim, Young Ho; Bae, Hyun Seon Areas associated with a strictly locally convex curve. Kyungpook Math. J. 56 (2016), no. 2, 583595. PDF

 

16-1(85). Kim, Dong-Soo; Kim, Young Ho; Jung, Sun Mi; Yoon, Dae Won Gauss maps of ruled submanifolds and applications II. Taiwanese J. Math. 20 (2016), no. 1, 227242.PDF

 

15-8(84). Kim, Dong-Soo; Kim, Young Ho Shape operator and Gauss map of pointwise 1-type. J. Korean Math. Soc. 52 (2015), no. 6, 13371346.PDF

 

15-7(83). Kim, Dong-Soo Ruled surfaces and Gauss map. Bull. Korean Math. Soc. 52 (2015), no. 5, 16611668.PDF

 

15-6(82). Kim, Dong-Soo; Park, Sookhee; Kim, Young Ho Center of gravity and a characterization of parabolas. Kyungpook Math. J. 55 (2015), no. 2, 473484.PDF

 

15-5(81). Kim, Dong-Soo; Kim, Dong Seo; Kim, Young Ho On triangles associated with a curve. Bull. Korean Math. Soc. 52 (2015), no. 3, 925933. PDF

 

15-4(80). Kim, Dong-Soo; Kim, Dong Seo Centroid of triangles associated with a curve. Bull. Korean Math. Soc. 52 (2015), no. 2, 571579.PDF

 

15-3(79). Kim, Dong-Soo Ellipsoids and elliptic hyperboloids in the Euclidean space E n+1. Linear Algebra Appl. 471 (2015), 2845. PDF

 

15-2(78). Kim, Dong-Soo; Kim, Wonyong; Kim, Young Ho; Park, Dae Heui Area of triangles associated with a curve II. Bull. Korean Math. Soc. 52 (2015), no. 1, 275286.PDF

 

15-1(77). Kim, Dong-Soo; Kim, Dong Seo; Bae, Hyun Seon; Kim, Hye-Jung Area of triangles associated with a strictly locally convex curve. Honam Math. J. 37 (2015), no. 1, 4152. PDF

 

14-9(76). Kim, Dong-Soo; Kim, Young Ho; Yoon, Dae Won On standard imbeddings of hyperbolic spaces in the Minkowski space. C. R. Math. Acad. Sci. Paris 352 (2014), no. 12, 10331038. PDF

 

14-8(75). Kim, Dong-Soo; Kim, Young Ho; Jung, Sun Mi; Some classifications of ruled submanifolds in Minkowski space and their Gauss map. Taiwanese J. Math. 18 (2014), no. 4, 1021PDF

 

14-7(74). Kim, Dong-Soo; Centroids and unsolved problems in mathematics, Proceedings of the 14th Workshop on Mathematics Education, Vol. 14(2014), 109-120.PDF

 

14-6(73). Kim, Dong-Soo and Shim, Kyu-Chul,  Area of triangles associated with a curve, Bull. Korean Math. Soc., 51 (2014), no. 3, 901-909.PDF

 

14-5(72). Kim, Dong-Soo, Kim, Young Ho and Jung, Sun Mi, Some classifications of ruled submanifolds, Bull. Korean Math. Soc., 51(2014), no.3, 823-829.PDF

 

14-4(71). Kim, Dong-Soo and Kim, Young Ho, A characterization of concentric hyperspheres in R^n, Bull. Korean Math. Soc., 51 (2014), no. 2, 531-538.PDF

 

14-3(70). Kim, Dong-Soo, Kim, Young Ho and Jung, Sun Mi, Ruled submanifolds with Harmonic Gauss map, Taiwanese J. Math., 18(2014), no.1, 53-76.  PDF

 

14-2(69).Yoon, Dae Won; Kim, Dong-Soo; Kim, Young Ho and Lee, Jae Won; Helicoidal surfaces with prescribed curvatures in Nil3, International Journal of Mathematics, Vol. 24, No. 14 (2013) 1350107 (11 pages). PDF

 

14-1(68). Kim, Dong-Soo and Kim, Young Ho, Archimedean theorems and W-curves, Proceedings of the Workshop on Differential Geometry of Submanifolds and Related Topics, Saga, August 4-6, 2012, 128-134.PDF

 

13-6(67). Kim, Dong-Soo and Kim, Young Ho, On the Archimedean characterization of parabolas, Bull. Korean Math. Soc., 50 (2013), no. 6, 2103-2114. PDF

 

13-5(66). Kim, Dong-Soo and Song, Booseon, On the Gauss map of generalized slant , cylindrical surfaces, J. Korea Soc. Math. Educ. Ser. B: Pure Appl. Math., 20(3), 149-158.

 

13-4(65). 김 동수, 원뿔곡선과 이차곡면의 성질과 특성, 용봉수학교육연구 제 13집, 2013, 55-75. PDF

 

13-3(64). Kim, Dong-Soo and Song, Booseon, A characterization of elliptic hyperboloids, Honam Math. J., 35(1), 2013, 37-49.

 

13-2(63). Kim, Dong-Soo, Kim, Young Ho and Park, Jong Ho, Some characterizations of parabolas, Kyungpook Math. J., 53(2013), no.1, 99-104.PDF

 

13-1(62). Kim, Dong-Soo and Kim, Young Ho, Some characterizations of spheres and elliptic paraboloids II, Linear Algebra Appl., 438(2013) no.3, pp. 1356-1364. PDF

 

12-9(61). Choi, Miekyung, Kim, Dong-Soo, Kim, Young Ho and Yoon, Dae Won, Circular cone and its Gauss map, Colloquium Mathematicum, 129(2012), no.2, 203-210.

 

12-8(60). Kim, Dong-Soo, Seo, Soojeong, Beom, Woo-In, Yang, Deukju, Kang, Juyeon, Jeong,Jieun and Song, Booseon, Some equivalent conditions for conic sections,       J. Korea Soc. Math. Educ. Ser. B: Pure Appl. Math., 19(4), 2012, 315-325. PDF

 

12-7(59). Kim, Dong-Soo, Surfaces with pointwise 1-type Gauss map of the second kind, J. Korea Soc. Math. Educ. Ser. B: Pure Appl. Math., 19(2012), no.3, 229-237.

 

12-6(58). Kim, Dong-Soo and Kim, Young Ho, Minimal ruled submanifolds in Minkowski space L^m, J. of Geometry and Physics, 62(2012), 1893-1902.

 

12-5(57). Kim, Dong-Soo and Kim, Young Ho, Some classification results on finite-type ruled submanifolds in a Lorentz-Minkowski space, Taiwanese J. Math.16(2012), No. 4, 1475-1488.

 

12-4(56). Kim, Dong-Soo and Kim, Young Ho, Some characterizations of spheres and elliptic paraboloids, Linear Algebra Appl. 437 (2012), no. 1, 113-120. PDF

 

12-3(55). 김 동수, 아르키메데스의 업적과 포물선의 특성, 용봉수학교육연구 제 12집, 2012, 89-109. PDF

 

12-2(54). Kim, Dong-Soo and Kim, Young Ho, Total angular defect and Euler's theorem for polyhedra, J. Korea Soc. Math. Educ. Ser. B: Pure Appl. Math. 19(2012), no. 1, 37-42. PDF

 

12-1(53). Kim, Dong-Soo and Kim, Young Ho, Surfaces of revolution with more than one axis, J. Korea Soc. Math. Educ. Ser. B: Pure Appl. Math. 19(2012), no. 1, 1-6.

 

11-3(52). Ahn, Seung-Ho, Kim, Dong-Soo and Kim, Young Ho, A converse of Euler's theorem for polyhedra, Honam Math. J. 33 (2011), no. 4, 495-498. PDF

 

11-2(51). Kim, Dong-Soo, Surfaces with pointwise 1-type Gauss map, J. Korea Soc. Math. Educ. Ser. B: Pure Appl. Math. 18(2011), no. 4, 369-377.

 

11-1(50). Kim, Dong-Soo and Kang, Seung Hee, A characterization of conic sections, Honam Math. J. 33 (2011), no. 3, 335-340.PDF

 

10-3(49). Kim, Dong-Soo and Kim, Young Ho, Surfaces with planar lines of curvature, Honam Math. J. 32 (2010), no. 4, 777-790.

 

10-2(48). Kim, Dong-Soo, Ruled submanifolds of finite type in Lorentzian space-times,  Honam Math. J., 32(2), 2010, 261269.

 

10-1(47). Kim, Dong-Soo and Kim, Young Ho, New characterizations of spheres, cylinders and W-curves, Linear Algebra and Its Applications, 432(11) 2010, 30023006.

 

09-3(46). Kim, Dong-Soo, Ruled surfaces of finite type in Lorentzian space-times, Honam Math. J. 31 (2009), n/o. 2, 177183.

 

09-2(45). Ki, U-Hang, Kim, Dong-Soo, Kim, Young Ho and Roh, Young-Mee, Surfaces of  revolution with pointwise 1-type Gauss map in Minkowski 3-space, Taiwanese J. Math. 13 (2009), no. 1, 317338.

 

09-1(44). Choi, Miekyung, Kim, Dong-Soo and Kim, Young Ho, Helicoidal surfaces with pointwise 1-type Gauss map, J. Korean Math. Soc. 46 (2009), no. 1, 215223.

 

08-1(43). Dong-Soo Kim and Young Ho Kim, Finite type ruled hypersurfaces in Lorentz-Minkowski space, Honam Math. J. 30(4), 2008, 743748.

 

07-2(42). Dong-Soo Kim, Young Ho Kim and Dae Won Yoon, Finite type ruled surfaces in Lorentz-Minkowski space, Taiwanese J. Math. 11/1(2007), 1-13.

 

07-1(41). Dong-Soo Kim and Young Ho Kim, A characterization of ellipses, Amer. Math. Monthly.114/1(2007), 65-69.

 

06-2(40). Bang-Yen Chen, Dong-Soo Kim and Young Ho Kim, New characterizations of  W-curves, Publ. Math. Debrecen. 69/4(2006), 457-472.

 

06-1(39). Dong-soo Kim, Young Ho Kim and Seong-Hee Park, Einstein spaces and conformal vector fields, J. Korean Math, Soc. 43(2006), no.1, 133-145.

 

05-4(38). 김동수, 이정화, 원에 외접하는 사각형의 성질과 원의 특성, Korean Annals of Math. 22(2005), no.2, 189-196. PDF

 

05-3(37). Dong-Soo Kim, A characterization of the hypersphere, Honam Math. J., 27(2005), no.2, 267-271.

 

05-2(36). Dong-soo Kim, Young Ho Kim, Spaces of conformal vector fields on  pseudo-Riemannian manifolds, J. Korean Math, Soc. 42(2005), no.3, 471-484.

 

05-1(35). Dong-soo Kim, Young Ho Kim and Chul Woo Lee, Shape operator $A_H$ for slant submanifolds in generalized complex space forms, Bull. Korean Math, Soc. 42(2005), no.1, 189-201.

 

04-1(34). Dong-soo Kim, Young Ho Kim and Eun Kyung Lee, Pointed Blaschke manifolds and geodesic normal sections, Bull. Austral. Math. Soc., 70(2004), no.3, 377-383.

 

03-5(33). Dong-Soo Kim, Young Ho Kim and Dae Won Yoon, Characterization of generalized B-scrolls and cylinders over finite type curves, Indian J. pure appl. Math., 34(2003), no.11, 1523_1532.

 

03-4(32). Jeong-Seon Baek, Dong-Soo Kim and Young Ho Kim, A characterization of the unit  sphere, American Mathematical Monthly, 110(2003), no.9, 830-833.

 

03-3(31). Dong-Soo Kim and Young Ho Kim, Einstein warped product space with nonpositive  scalar curvature, Proc. Amer. Math. Soc 131(2003), 2573-2576.

 

03-2(30). Dong-Soo Kim, Young Ho Kim and Dae Won Yoon, On ruled surfaces in Minkowski spaces, Commun. Korean Math. Soc.18(2003), 289-295.

 

03-1(29). Dong-Soo Kim and Young Ho Kim, B-scrolls with nondiagonalizable shape operator, Rocky Mountain J. Math. 33(2003), 175-190.

 

02-3(28). Dong-Soo Kim, Compact Einstein Warped Product Spaces, Trends in Mathematics, 5(2002), 1-5.

 

02-2(27). Dong-Soo Kim, Seon-Bu Kim, Young Ho Kim and Seong- Hee Park, Conformal vector fields and totally umbilic hypersurfaces,Bull. Korean Math. Soc. 39(2002), 671-680.

 

02-1(26). Dong-Soo Kim, Young Ho Kim and Dae Won Yoon, Extended $B$-Scrolls and Their  Gauss maps, Indian J. Pure appl Math., 33(7),July 2002, 1031-1040

 

00-2(25). 박종률, 김선부, 김동수, 조규인, 다면체에 대하여 오일러 수만 중요한가?, 대한수학회 논문집, 15(4), 2000, 669-674. PDF

 

00-1(24). Dong-Soo Kim, Einstein warped product spaces, Honam Math. J., 22(1), 2000,  107-111.

 

99-1(23). Young Ho Kim and Dong-Soo Kim, A basic inequality for submanifolds in Sasakian space forms, Houston J. of Math., 25(2), 1999, 247-257.

 

98-3(22). Dong-Soo Kim and Seong-Hee Park, A characterization of circles and straight lines, Korean Annales of Math., 15 , 1998, 177-180.

 

98-2(21). Dong-Soo Kim and Young Ho Kim, A characterization of space forms, Bull. Korean Math.Soc.,35(4), 1998, 757-767.

 

98-1(20). Dong-Soo Kim and Seong-Hee Park, Totally umbilic hypersurfaces of a space form Honam Math. J., 20(1), 1998, 161-165.

 

96-6(19). Dong-Soo Kim and Young Ho Kim, Spherical submanifolds of null 2-type Kyungpook Math.J.. 36(2), 1996, 361-369.

 

96-5(18). Dong-Soo Kim and Young Ho Kim, Null 2-type surfaces in Minkowski 4-space, Houston J. Math., 22(2), 1996, 279-296.

 

96-4(17). Seon-Bu Kim, Dong-Soo Kim and Yoon-Tae Jung, Jacobi Tensors and focal points for spacelike submanifolds, Kyungpook Math.J., 35(3), 1996, 633-648.

 

96-3(16). Dong-Soo Kim and Young Ho Kim, Null 2-type surfaces in pseudo-Euclidean  4-space with null mean curvature vector, Kyungpook Math.J., 35(3), 1996, 563-570.

 

96-2(15). Seong Soo Ahn, Dong-Soo Kim and Young Ho Kim, Totally umblic Lorentzian submanifolds, J. Korean Math.Soc., 33(3), 1996, 507-512.

 

96-1(14). Dong-Soo Kim and Seong-Hee Park, A condition for a compact Einstein space to be a sphere, Honam Math.J. , 18(1), 1996, 79-83.

 

95-5(13). Seong Soo Ahn, Dong-Soo Kim and Young Ho Kim, Submanifolds of Euclidean space with non-negative Ricci curvature, Kyungpook Math. J., 35(2), 1995, 387-392.

 

95-4(12). Dong-Soo Kim and Seon-Bu Kim, Quadric hypersurfaces with finite type Gauss maps, Kyungpook Math. J., 35(2), 1995, 377-385 .

 

95-3(11). Dong-Soo Kim, On the Gauss map of hypersurfaces in the space form, J. Korean Math.Soc., 32(3), 1995, 509-518.

 

95-2(10). Seung-Ho Ahn, Dong-Soo Kim and Kwang-Cheul Shin, Submanifolds with constant  mean curvature vector fields, Honam Math.J., 17(1), 1995, 49-55.

 

95-1(9). Hei-Sun Chung, Dong-Soo Kim and Kyu-Hyun Sohn, Finite type curves in the Lorentz Minkowski plane, Honam Math.J., 17(1), 1995, 41-47.

 

94-4(8). Dong-Soo Kim, On the Gauss map of quadric hypersurfaces, J. Korean Math.Soc., 31(3), 1994, 429-437.

 

94-3(7). Dong-Soo Kim and Hei-Sun Chung, Space curves satisfying $Delta H=AH$,  Bull.Korean Math.Soc., 31(2), 1994, 193-200.

 

94-2(6). Dong-Soo Kim, Seung-Ho Ahn and Hei-Sun Chung, On a certain class of Euclidean hypersurfaces, Honam Math.J., 16(1), 1994, 17-22.

 

94-1(5). Seon-Bu Kim and Dong-Soo Kim, A focal Myers-Galloway theorem on space-times, J.Korean Math.Soc., 31(1), 1994, 97-110. 

 

93-3(4). Dong-Soo Kim and Seon-Bu Kim, A characterization of totally umbilic submanifolds, Comm. Korean. Math. Soc., 8(3) 1993, 483-488.

 

93-2(3). Dong-Soo Kim, On the Gauss map of hypersurfaces in $R^{n+1}$ and in $R^{n+1}_1$, Comm. Korean. Math.Soc., 8(2), 1993, 429-436.

 

93-1(2). Dong-Soo Kim, Hei-Sun Chung and Kwang-Hee Cho, Space curves satisfying {tau}/{kappa}=as+b, Honam Math. J.,vol 15(1), 1993, 5-9.

 

89-1(1). Chung, Jin Myung; Rim, Joong Kyu; Ahn, Seoung Ho; Kim, Dong-Soo, A proof of the Peter-Weyl theorem by Laplacian, Collection of papers dedicated to Prof. Jong Geun Park on his sixtieth birthday (Korean), 29-44, Jeonbug, Seoul, 1989.     


Books

 

1. 김동수, 대수방정식과 해석기하, 서울, 경문사, 2015.

2. 김동수, 임복희, 대수학과 기하학, 서울, 경문사, 2003.

3. 김동수 외 8인, 미분적분학, 서울, 경문사, 1988.

담당과목

      * 1999년 1학기 : 수학1, 미분기하1및실습, 미분다양체론1

      * 1999년 2학기 : 수학2, 미분기하2및실습, 미분다양체론2, 기하학교재론

      * 2000년 1학기 : 수학1, 기하학개론, 리만기하학1

      * 2000년 2학기 : 수학2, 보험수학, 리만기하학2, 기하학교재론

      * 2001년 1학기 : 수학1, 기하학개론, 미분기하1

      * 2001년 2학기 : 수학2, 미분기하2, 보험수학, 기하학교재론

      * 2002년 1학기 : 선형대수1및실습, 미분기하특강

      * 2002년 2학기 : 보험수학, 기하학특강, 미분기하

      * 2003년 1학기 : 대수및기하, 기하학특수연구

      * 2003년 2학기 : 보험수학, 미분기하, 기하학교재론

      * 2004년 1학기 : 대수및기하, 미분다양체론

      * 2004년 2학기 : 수학2, 미분기하1, 기하학 특강

      * 2005년 1학기 : 대수및기하, 미분기하및실습

      * 2005년 2학기 : 수학2, 미분기하 특강, 기하학특강

      * 2006년 1학기 : 대수및기하, 미분다양체론1

      * 2006년 2학기 : 미분기하1, 수학사, 기하학특수연구1

      * 2007년 1학기 : 대수및기하, 미분기하및실습

      * 2007년 2학기 : 수학2, 수학사, 미분기하학특강1

      * 2008년 1학기 : 대수및기하, 미분다양체론1

      * 2008년 2학기 : 보험수학, 수학2연습, 미분다양체론2

      * 2010년 2학기 : 미분기학1, 수학사, 미분기하학특강1

      * 2011년 1학기 : 대수및기하, 미분기하2, 기하학특수연구1

      * 2011년 2학기 : 보험수학, 기하학과교육, 기하학특수연구2

      * 2012년 1학기 : 대수및기하, 보험수학특강, 로렌츠기하학1

      * 2012년 2학기 : 보험수학, 미분기하및실습, 로렌츠기하학2

      * 2013년 1학기 : 대수및기하, 보험수학특강, 리이만기하학2

      * 2013년 2학기 : 미분기하1및실습, 보험수학, 리이만기하학1

      * 2014년 1학기 : 응용수학, 미분기하2, 미분기하학특강1

      * 2014년 2학기 : 수학사(수학4년), 미분기하1(수교3년), 미분기하학특강2(대학원)

      * 2015년 1학기 : 대수및기하(수학1), 응용수학(수학4), 미분기하2(수교4),

                             미분다양체론1(대학원)

      * 2015년 2학기 : 보험수학(수학2), 수학사(수학4), 미분기하1(수교3),

                             기하학특수연구2(대학원)
   
* 2016년 1학기 : 대수및기하(수학1), 기하학개론(수학2), 미분기하2(수교4),

                             미분다양체론2(대학원),    연구지도(대학원)

      *2016년 2학기 : 보험수학(수학2), 미분기하1 및 실습(수학3), 리이만기하학2(대학원), 

                            연구지도(대학원) 

      *2017년 1학기 : 대수및기하(수학1), 미분기하2(수학4), 복소다양체론1(대학원),

                           연구지도(대학원) 
      *2017년 2학기 : 보험수학(수학2), 미분기하1 및 실습(수학3), 프랙탈 기하(대학원), 

                            연구지도(대학원) 

 

 

대학원 세미나: 매주 금요일, 09:00~12:00

세미나 자료

       1. 포물선의 현의 길이와 절단부의 넓이

       2. 원뿔의 무게중심

       3. 이차곡선의 성질

       4. 이차곡선 위의 세점이 만드는 삼각형의 무게중심이 촛점일때

       5. 7월 15일 윤대원교수 초청강의 자료

          - Differential geometry of manifolds with density

          - Helicoidal surface with density

          - Manifolds with Density and Perelman's Proof of the Poincare' Conjecture

 

 

▶ 대학원 산행 (2015년 4월)

 대학원산행

 

▶ 세미나( 아인시타인박사와 호킹박사랑^^) 

강의

 

 

 ▶ 대학원생 산행 (2014년 10월)

 대학원 산행

 

 

 

2014년 2월 겨울 투구봉 산행
대학원 산행

< 2013년12월 무등산 산행 >

 

 

2014봄 투구봉
 

< 2014년5월 무등산 산행 >

 

▶ 2014년 2월 26일 송부선 선생의 박사학위 취득을 축하합니다.

 

 

송부선박사
   

< 송부선 선생과 연구실에서...(2014.02.26) >

 

 

▶ 2016년 2월 26일 손성진 선생의 석사학위 취득을 축하합니다.

 

손성진

 

< 손성진 선생과 함께...(2016.02.26) >

 

 

▶ 2017년 2월 24일 김혜정,정정숙 선생의 석사학위 취득을 축하합니다.

 

손성진

 

<김혜정,정정숙 선생과 함께...(2017.02.24)>

  ▶ 도곡농장 풍경

 

도곡농장

<도곡농장  2016년 2월>

 

 

도곡농장

<도곡농장  2016년 7월>

 

도곡농장

<도곡농장  2016년 7월>