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Sunday, March 31, 2019
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Monday, April 1, 2019
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Tuesday, April 2, 2019
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April 2, 2019 -Fibonacci and Lucas analogues of binomial coefficients and what they count (Curtis Bennett, CSULB)
Fibonacci and Lucas analogues of binomial coefficients and what they count (Curtis Bennett, CSULB)
A Fibonomial is what is obtained when you replace each term of the binomial coefficients $ {n \choose k}$ by the corresponding Fibonacci number. For example, the Fibonomial $${ 6\brace 3 } = \frac{F_6 \cdot F_5 \cdot \dots \cdot F_1}{(F_3\cdot F_2 \cdot F_1)(F_3\cdot F_2 \cdot F_1)} = \frac{8\cdot5\cdot3\cdot2\cdot1\cdot1}{(2\cdot1\cdot1)(2\cdot1\cdot1)} = 60$$ since the first six Fibonacci […]
Wednesday, April 3, 2019
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Thursday, April 4, 2019
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Friday, April 5, 2019
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Saturday, April 6, 2019
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