SOME RECIPROCAL RELATIONS BETWEEN THE g-UNIFIED AND *g-UNIFIED FIELD TENSORS

Title & Authors
SOME RECIPROCAL RELATIONS BETWEEN THE g-UNIFIED AND *g-UNIFIED FIELD TENSORS
Lee, Jong-Woo;

Abstract
In n-dimensional unified field theory(n-UFT), the reciprocal representations between the g-unified field tensor $\small{g{\lambda}{\nu}}$ and $\small{^*g}$-unified field tensor $\small{^*g^{{\lambda}{\nu}}}$ play essential role in the study of n-UFT. The purpose of the present paper is to obtain some reciprocal relations between g-unified field tensor and $\small{^*g}$-unified field tensor.
Keywords
g-unified field tensor$\small{^*g}$-unified field tensor;n-g-UFT$\small{n-^*g}$-UFT;
Language
English
Cited by
1.
SOME GEOMETRIC RESULTS ON A PARTICULAR SOLUTION OF EINSTEIN'S EQUATION,;

Korean Journal of Mathematics, 2010. vol.18. 1, pp.21-28
2.
AN EINSTEIN'S CONNECTION WITH ZERO TORSION VECTOR IN EVEN-DIMENSIONAL UFT $X_n$,;

충청수학회지, 2011. vol.24. 4, pp.869-881
References
1.
K. T. Chung, Einstein's connection in terms of * $g^{\lambda\nu}$, Nuovo Cimento 27 (1963), 1297-1324

2.
K. T. Chung and D. H. Cheoi, Relations of two n-dimensional unified field theories, Acta. Math. Hung. 45 (1985), 141-149

3.
K. T. Chung and T. S. Han, n-dimensional representations of the unified field tensor *$g^{\lambda\nu$}, Inter. Jour. of Theo. Phys. 20 (1981), 739-747

4.
K. T. Chung and S. K. Yang, On the relations of two Einstein's 4-dimensional unified field theores, J. Korean Math. Soc. 18 (1981), no. 1, 43-48

5.
A. Einstein, The Meaning of Relativity, Princeton University Press, Princeton, New Jersey, 1950

6.
V. Hlavaty, Geometry of Einstein's Unified Field Theory, P. Noordhoff Ltd., New York, 1957

7.
J. W. Lee, A study of E(*$\kappa$)-manifold in n-dimensional* g-UFT, Tensor, N. S. 62 (2000), 16-21

8.
J. W. Lee and K. T. Chung, A solution of Einstein's unified field equations, Commun. Korean Math. Soc. 11 (1996), no. 4, 1047-1053