Laboratory of Regulation in Metabolism and Behavior, Division of Animal and Marine Bioresource Sciences, Department of Bioresource Sciences, Faculty of Agriculture, Kyushu University
九州大学大学院農学研究院資源生物科学部門
This study investigated the incorporation of Bondi K–factor into exponential function, and some related problems. The results obtained were as follows. The incorporation of Bondi K–factor suggested another description of exponential function and of Euler’s formula. The incorporation into Euler’s formula of Bondi K–factor under the condition of v → ∞ led to ‘i to the power of i’, namely many–valued function described by powers of 10. Mysterious wave phenomena described using complex numbers were discussed using the mysterious imaginary unit breaking Lorentz factor. Hypothetic relationships among some natural phenomena were suggested. This study suggested a possibility of incorporating Bondi K–factor into exponential function in both real and complex numbers.
Mendeley出力
