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The Fibonacci series is constructed using the formula: F(n) = F(n - 1) + F(n - 2), By convention F(0) = 0, and F(1) = 1. An alternative formula that uses the Golden Ratio can also be used: F(n) = (PHI^n - phi^n)/sqrt(5) [Lucas' formula], where PHI = (1 + sqrt(5))/2 is the Golden Ratio, and phi = (1 - sqrt(5))/2 is its reciprocal. Requires Math_Integer, and can be used with big integers if the GMP or the BCMATH libraries are present.
| Package | Summary | Distribution | Download |
| php-pear-Math_Fibonacci-0.8-19.mga8.noarch.html | Package to calculat and manipulate Fibonacci numbers | Mageia 8 for aarch64 | php-pear-Math_Fibonacci-0.8-19.mga8.noarch.rpm |
| php-pear-Math_Fibonacci-0.8-19.mga8.noarch.html | Package to calculat and manipulate Fibonacci numbers | Mageia 8 for x86_64 | php-pear-Math_Fibonacci-0.8-19.mga8.noarch.rpm |
| php-pear-Math_Fibonacci-0.8-19.mga8.noarch.html | Package to calculat and manipulate Fibonacci numbers | Mageia 8 for armv7hl | php-pear-Math_Fibonacci-0.8-19.mga8.noarch.rpm |
| php-pear-Math_Fibonacci-0.8-19.mga8.noarch.html | Package to calculat and manipulate Fibonacci numbers | Mageia 8 for i586 | php-pear-Math_Fibonacci-0.8-19.mga8.noarch.rpm |
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