The Binary Code is about using pulses of current in a Boolian Logic design.
Home | What is the KOFH Educational Universal? | The KOFH Lotus Leaf Tutorial: How to utilize this concept in the academic classroom. | The Catalogue | Educational Products | Samples available | searching for better understanding since 1980 | The Physiological basis of the Mental Pattern | The Philosophical "Kant's" | The Underlying Neurology | Editorial Page | Talent? join us! | KOFH NEWSLETTER | Email homework aid | Freudian Bible Interpretation | email, or write

Neurons function just as conveniently as switches for electricity as man-made transitors. To understand how they become oriented in just the way necessary for computer logic we must understand Fibonacci's observation about rabbits.

(Graphic links to more)

Realizing that Fibonacci numbers are predicted for neurons undergoing mitosis during the formation of the Human Brain is implicit in the deduction of Fibonacci. Simply replacing his "rabbit" model by analogy with brain cells us sufficient.
Fibonacci observed that: if a rabbit cell had one baby every month, then as the months passed a series of numbers expressed the rabbit population. Each new rabbit would mature in 30 days, adding offspring of the rabbit population. At the end of any duration, the sum of the previous two durations equals the number of rabbits, or brain cells, produced in the last duration of rabbit births or neuron mitosis.

This is to say, the first rabbit matures in a month, and becomes pregnant for the next month. The population then increases each month according to these numbers: 1, 1, 2, 3, 5, 8...

The next number is always found simply by adding the last two. So, above, 5 + 8, gives the next number of rabbits, which would be 13.

(Graphic links to more)