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RISS 인기검색어
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- 저자 : 이효태(Hyo-Tae Lee) (검색결과 15 건)
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A study of some properties on Bruach ?? Valued inner product spaces
李孝泰 慶北工業專門大學 1979 論文集 Vol.16 No.-
W.L.Paschke[2] sudie right modules over B??algelbra B which prossess a B-Valued inner product respecting the ??mapping and J.G. Bennet[1] studied properties of vector spaces equipped with B??algbra valued inner products In this paper, we will obtain some properties of vector space equipped with Bach??algebra valued inner products
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正規 槪接觸 計量多樣體의 C-holomorphically 射影變換에 關하여
李孝泰 慶一大學校 1990 論文集 Vol.6 No.1
本 論文은 CHP-曲率텐서가 平坦할 條件을 求하며 特히 CHP變換에 대한 再歸多樣體의 性質을 硏究함.
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李孝泰 慶一大學校 1991 論文集 Vol.7 No.1
本 論文은 어떤 變換을 가지는 Finsler 空間에서 주어지는 曲率텐서의 性質을 硏究하며 또 그 變換下에서 不變텐서를 求한다.
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李孝泰 慶北工業專門大學 1972 論文集 Vol.9 No.-
Many a man has a tendency to regard the probability as a peculiar field of mathematics. The Object of probability is not Numbers or figures in Algebra or Geometry, but it seems to be a study freating Something like probable called, "phenomena decided by an Accident." But this is not except Axiomatically modern Mathematics Based on reflection of practical lectures with a concept of Probability, here is a Modernized plon of the Theory a Summary.
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Submanifolds of codimension 2 of a nearly Sasakian manifold
李孝泰,朴弘緖 慶一大學校 1985 論文集 Vol.1 No.1
本 論文은 Nearly Saski多樣究體의 超穀面을 확장한 硏究로서 Nearly Saski多樣究體의 餘次元2인 部分空間에서 다음과 같은 事實을 밝힌다. 첫째로, 誘導 構造 텐서는 共形 Killing 텐서가 된다. 둘째로, 약간의 條件下에서 極小空間이 된다.
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On Lie-algebras and Semi-simple Lie-algebras
李孝泰,金冕鎬 慶北工業專門大學 1978 論文集 Vol.15 No.-
In this paper, basic facts on Lie algebras and semi-simple Lie algebras are studied. The results obtained here will be applicable for claracterizing the structure of semi-simple Lie algebras.
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On cosymplectic Bochner recurrent manifods admitting concurrent or parallel vector fields
Lee, Hyo Tae,Park, Ha Yong 慶北工業專門大學 1981 論文集 Vol.18 No.-
We defined a cosymplectic Bochner recurrent manifold[6]. The present paper is concerned with the case that the cosymplectic Bochner recurrent manifold admits concurrent or parallel vector fields. We show that if a cosymplectic Bochner recurrent manifold is a Ricci recurrent space and admits concurrent vector fields ??, then ??=-α(2n+1) or the manifold is flat. And we show that if a cosymplectic Bochner recurrent manifold is a Ricci recurrent space and admits a parallel vector field ??, then ?? is orthogonal to the recurrence vector ?? or the manifold is flat.
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李孝泰,金冕鎬 慶北工業專門大學 1974 論文集 Vol.11 No.-
It is very interesting and useful to investigate the properties of figures on reduced drowing. In general we use the reduced scales as some constants. In the present paper the authors investigate the functional reduced scales as, suitable function of the length from origin. At first, we introduce the functional reduced scale on Cartesian coodinate plane, and next we study on the polar coodinate plane.
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