Add to ORKGThe present study was designed to investigate differences between \u271\u27 and \u27-1\u27 in their hypothetic breakdown into complex numbers and application to definite integtral of exp(t) expanded into infinite series. The results obtained were as followes. Complex numbers that were left by the hypothetic breakdown of product form in the complex representation of \u271\u27 and \u27-1\u27 were classfied into 4 groups according to properties of comples numbers; plus or minus, anti-clockwise or clockwise rotarion in a circumference, hypothetic right-handed or left-handed spiral/ Three groups or less showing an incomplete appearance of properties of complex numbers were derived from both \u271\u27 and \u27-1\u27 , but 4 groups that showed a c...
The special feature of this edition is that a large number of new topics have been added and all the...
The present study was conducted to investigate the complex representation of \u270=(-1)+1\u27 in ord...
In this study, cumulative growth of a physical quantity with Fibonacci method and fractional calculu...
The definite integral of exp(t) expanded into infinite series included two sets of \u271+(-1)\u27 in...
The present study was conducted to investigate the application of complex representation of \u27(-1)...
The present study was designed to investigate various types of symmetry breakdown that left complex ...
The study was designed to investigate the hypothetic appearance of exponential finction with base e ...
The present trial was designed to investigate hypothetic factors influencing the increase in θ after...
The basic growth analysis using exponential function with base e is a orimary factor in the managem...
Exponential functions with base e are often used for the analysis and estimation of some aspects in ...
This study was designed to. investigate the 'hypothetic appearance of ~xponential function wlth...
In the preceding chapter we allowed the dependent variable (y or u) to be complex, but required the ...
This study was designed to investigate the symmetry in motion in Euler\u27s formula and its breakdow...
In this text, the reader will learn that all the basic functions that arise in calculus--such as pow...
An introduction to general aspects of the theory of complex variable, we provide the complex number ...
The special feature of this edition is that a large number of new topics have been added and all the...
The present study was conducted to investigate the complex representation of \u270=(-1)+1\u27 in ord...
In this study, cumulative growth of a physical quantity with Fibonacci method and fractional calculu...
The definite integral of exp(t) expanded into infinite series included two sets of \u271+(-1)\u27 in...
The present study was conducted to investigate the application of complex representation of \u27(-1)...
The present study was designed to investigate various types of symmetry breakdown that left complex ...
The study was designed to investigate the hypothetic appearance of exponential finction with base e ...
The present trial was designed to investigate hypothetic factors influencing the increase in θ after...
The basic growth analysis using exponential function with base e is a orimary factor in the managem...
Exponential functions with base e are often used for the analysis and estimation of some aspects in ...
This study was designed to. investigate the 'hypothetic appearance of ~xponential function wlth...
In the preceding chapter we allowed the dependent variable (y or u) to be complex, but required the ...
This study was designed to investigate the symmetry in motion in Euler\u27s formula and its breakdow...
In this text, the reader will learn that all the basic functions that arise in calculus--such as pow...
An introduction to general aspects of the theory of complex variable, we provide the complex number ...
The special feature of this edition is that a large number of new topics have been added and all the...
The present study was conducted to investigate the complex representation of \u270=(-1)+1\u27 in ord...
In this study, cumulative growth of a physical quantity with Fibonacci method and fractional calculu...