侯中华
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教授
博士生导师
硕士生导师
- 性别：男
- 毕业院校：日本东京工业大学
- 学位：博士
- 所在单位：数学科学学院
- 学科：基础数学
- 电子邮箱：9b48e90e529d9e3736a44c8d33471954f460e9ddb7967a9b5a04255f566f0591617692f0a281715b1db494793a302fe33f7f36e99776aa03d619f460bc809374cc71a1ef8068e64bce1ab3a69a568286f328b4457decdd3a439a36a7f10b71bedcde859c8f87a974bfbe2aab2961d9d88406679b702d514b7e4b1eaf5b088912
访问量：
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[21]侯中华.富宇.Affine locally symmetric surfaces in R^4[J],Communications in Mathematical Research,2022,26(3):269-279
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[22]Fu Y..侯中华.Affine translation surfaces with constant gaussian curvature[J],Kyungpook Mathematical Journal,2022,50(2):337-343
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[23]侯中华.Affne Translation Surfaces with Constant Gaussian Curvature[J],Kyunpook Math. J.,2022,50(3):337-343
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[24]Ji, FH.侯中华.A kind of helicoidal surfaces in 3-dimensional Minkowski space[J],JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS,2022,304(2):632-643
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[25]侯中华.A Kind of Rectilinear Congruences in the Minkowski 3-space[J],J. Math. Res. Exp.,2022,28(4):911-918
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[26]侯中华.A kind of Weingarten surfaces in E3 with prescribed principal curvatures[J],J. Math. Res. Exp.,2022,30(4):619-627
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[27]Muhammad Hanif.侯中华.A new approach to find a generalized evolute and involute curve in 4-dimensional Minkowski space-time[J],Palest. J. Math.,2022,8(1):397-411
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[28]Zhan, Xin.侯中华.A Pinching Theorem for Compact Minimal Submanifolds in Warped Products I x f(Sm) (c)[J],MATHEMATICS,2022,8(9)
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[29]侯中华.Yang, D..CLASSIFICATION OF LORENTZIAN SURFACES WITH PARALLEL MEAN CURVATURE VECTOR IN E-2(4)[J],ACTA MATHEMATICA HUNGARICA,2022,128(1-2):59-81
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[30]侯中华.Classification of Lorentzian surfaces with parallel mean curvature vector in E42[J],Acta Math. Hungar.,2022,128(1-2):59-81