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coordinate plane corresponding to the <strong>Fibonacci</strong> numbers (see Fig.3). The symmetric hyperbolic <strong>Fibonacci</strong> functions (19) and<br />
(20) (Fig. 1) are the envelopes of the quasi-sine <strong>Fibonacci</strong> function .<br />
Also the quasi-sine <strong>Fibonacci</strong> function has recursive properties similar to <strong>Fibonacci</strong> numbers [7].<br />
Figure 3. The graph of the quasi-sine <strong>Fibonacci</strong> function<br />
136 Stakhov/Rozin, The Golden Section, <strong>Fibonacci</strong> series and new hyperbolic models of Nature < URL >.<br />
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