Fractals and Chaos Simplified for the Life Sciences

2017-07-07 02:10:07

[Cover] [Abbreviated Contents] [Contents] [Index]

Page 73



		Statistical Properties



		1.5.1



		The Statistical Properties of Fractals



		1.5.2



		Self-Similarity Implies That the Moments Do Not Exist



		1.5.3



		Example Where the Average Does Not Exist: The St. Petersburg Game



		1.5.4



		Example Where the Average Does Not Exist: Diffusion Limited Aggregation (DLA)



		1.5.5



		Example Where the Variance Does Not Exist: The Roughness of Rocks



		1.5.6



		Example Where the Variance Does Not Exist: Electrical Activity in Nerve Cells



		1.5.7



		Statistical Analysis of the Electrical Activity in Nerve Cells



		1.5.8



		Example Where the Variance Does Not Exist: Blood Flow in the Heart



		1.5.9



		Example Where the Variance Does Not Exist: Volumes of Breaths



		1.5.10



		Example Where the Variance Does Not Exist: Evolution



		1.5.11



		The Distribution of Mutations Is the Same as in the St. Petersburg Game



		1.5.12



		Statistical Properties and the Power Spectra



		1.5.13



		How to Measure the Properties of Fractal Data



		1.5.14



		More Examples of the Statistical Properties of Fractals



		1.5.15



		Biological Implications of the Statistical Properties of Fractals



		1.5.16



		Biological Implications of the Statistical Properties of Fractals (cont.)

[Cover] [Abbreviated Contents] [Contents] [Index]

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