Ishiwaka Reiko | Laboratory Of Animal Feed Science Faculty Of Agriculture Kyushu University

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著作論文

Introducing Viewpoints of Mechanics into Basic Growth Analysis-(XIII) : Comparing Growth Mechanics between Logistic Functions and Basic Growth Functions-
Introducing Viewpoints of Mechanics into Basic Growth Analysis-(XI) : Negative Weight Problem in Basic Growth Functions and its Hypothetic Avoidance by Sign Reversal of Relative Growth Rate, Space Inversion and Time Reversal-
Introducing Viewpoints of Mechanics into Basic Growth Analysis - (VI) Some Solutions to a Simple Differential Equation Associated with Growth Mechanics -
A Note on Searching Digits of Circular Ratio and Napier's Number for Numerically Expressed Information on Ruminant Agriculture
Introducing Viewpoints of Mechanics into Basic Growth Analysis (3) : Applying Growth Force and Leaf-Light Complex to Production and Digestion, Analyses of Forages
Complex Representatioin of Field-Forage-Ruminant Relationships using Symmetric Properties of Euler's Formula
A Symbolic Representatioin of Field-Forage-Ruminant Relationships using Polar Form on the Complex Plane
Introducing Viewpoints of Mechanics into Basic Growth Analysis : (IX) Hypothetic Quasi-Four-Dimensional Growth Mechanics
Introducing Complex Numbers into Basic Growth Functions (4) : Hypothetic Appearance of Exponential Function with Base e from the Complex Representation of '0+(-1)+1'
Introducing Complex Numbers into Basic Growth Functions (3) : Symmetry Breakdown in Complex REpresentation of '0=(-1) + 1' int Definite Integral of Exponential Function with Base e Expanded into Infinite Series
Introducing Complex Numbers into Basic Growth FUnctions (2) : Applying Complex Representation of '(-1) +1' to Definite Integral 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
A Preliminary Investigation into Dynamics of Lotka-Volterra Equation
Possible biological control of the armyworm by the harvest mouse
Introduction Complex Numbers into Basic Growth Functions -(V) Hypothetic Factors Influencing Increase in θ in exp(θ)-

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