[1/√<2>(y+z)-t]-TYPE AND [t√<2>/(y+z)]-TYPE PLANE WAVES IN FOUR DIMENSIONAL SPACE-TIME

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概要

• 論文の詳細を見る
• 2004-08-01

著者

• Thengane K.

  Department Of Mathematics N. S. Science & Arts College

• Thengane K.

  Department Of Physics R. S. Bidkar Arts Comm. And Science College

• JUMALE J.

  Department of Physics R. S. Bidkar College

• Jumale J.

  Department Of Physics R. S. Bidkar Arts Comm. And Science College

関連論文

• FIVE DIMENSIONAL PLANE WAVE SOLUTIONS OF FIELD EQUATIONS IN NON-SYMMETRIC UNIFIED FIELD THEORY
• [1/√(y+z)-t]-TYPE AND [t√/(y+z)]-TYPE PLANE WAVES IN FOUR DIMENSIONAL SPACE-TIME
• A GENERALIZATION OF PLANE WAVE SOLUTIONS OF FIELD EQUATIONS OF EINSTEIN'S GENERAL RELATIVITY IN V_5
• NON-EXISTENCE OF PLANE WAVE SOLUTIONS OF THE FIELD EQUATIONS R_ = λg_ IN n-DIMENSIONAL SPACE-TIME

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