References

PRODUCT OF FACTORIALS IN THE SEQUENCE


[1] M. Bollman, H. S. Hernandez and F. Luca, Fibonacci numbers which are sums of three factorials, Publicationes Mathematicae Debrecen 77(1-2) (2010), 211-224.

[2] F. Luca, Products of factorials in binary recurrence sequences, Rocky Mountain Journal of Mathematics 29(4) (1999), 1387-1411.
DOI: https://doi.org/10.1216/rmjm/1181070412

[3] F. Luca and P. Stanica, Portugaliae Mathematica 63(3) (2006), 251-260.

[4] G. Grossman and F. Luca, Sums of factorials in binary recurrence sequences, Journal of Number Theory 93(2) (2002), 87-107.
DOI: https://doi.org/10.1006/jnth.2001.2718

[5] D. Marques and T. Lengyel, The 2-adic order of the Tribonacci numbers and the equation Journal of Integer Sequences 17 (2014); Article 14.10.1.

[6] D. Marques, The order of appearance of product of consecutive Fibonacci numbers, Fibonacci Quarterly 50(2) (2012), 132-139.

[7] T. Lengyel, The order of the Fibonacci and Lucas numbers, Fibonacci Quarterly 33(3) (1995), 234-239.

[8] C. Sanna, The p-adic valuation of Lucas sequences, Fibonacci Quarterly 54(2) (2016), 118-124.