Asano, Yoki

Eguchi, Minako

Ikeda, Kentarou

Ishiwaka, Reiko

Masuda, Yasuhira

Nakano, Yutaka

Ohba, Noriko

Sato, Hiroyuki

Shimojo, Masataka

Tobisa, Manabu

The basic growth  analysis using exponential function with base e is a orimary factor in the management of forages and ruminants. The present study was conducted to investigate the application of complex representation of '1' and '0' to the differentiation of exp(t) expanded into infinite series. The results obtained were as followes. The differentiation of  '1', resulting in '0' , was replaced by pair disappearances of complex numbers with their oppsites occuring after the hypothetic breakdown of multiplication form connecting them to construct '1'. The differentiation of (t/1!) with respect to t, resulting in '1', was replaced by the product of eight complex numbers constructing '1'. These results suggested that there were hypothetic pair appearances and disappearances of complex nubbers according to the fluctuation between '1' and '0' occurring whenever the rate of growth was caluclated

下條, 雅敬

シモジョウ, マサタカ

浅野, 陽樹

アサノ, ヨウキ

池田, 堅太郎

イケダ, ケンタロウ

石若, 礼子

イシワカ, レイコ

江口, 美奈子

エグチ, ミナコ

佐藤, 洋行

サトウ, ヒロユキ

飛佐, 学

トビサ, マナブ

中野, 豊

ナカノ, ユタカ

大場, 憲子

オオバ, ノリコ

増田, 泰久

マスダ, ヤスヒサ

Institutional Repositories DataBase (IRDB)

Introducingg Complex Numbers into Basic Growth Functions (1) : Applying Complex Representation of '1' to Differentiation of Exponential Function with Base e Expanded into Infinite Series

Introducingg Complex Numbers into Basic Growth Functions (1) : Applying Complex Representation of '1' to Differentiation of Exponential Function with Base e Expanded into Infinite Series

Abstract

Similar works

Full text

Available Versions

Institutional Repositories DataBase (IRDB)