Browsing byAuthorMelham, RS

Jump to: 0-9 A B C D E F G H I J K L M N O P Q R S T U V W X Y Z
or enter first few letters:  
Showing results 2 to 21 of 31< previous   next >
Issue DateTitleAuthor(s)
2004-02-01Certain classes of finite sums that involve generalized Fibonacci and Lucas numbersMelham, RS
2018-11-01Closed forms for 10 families of finite sums of fractional generalized Fibonacci productsMelham, RS
2017-08-01Closed forms for certain fibonacci type sums that involve second order productsMelham, RS
2017-05-01Closed forms for finite sums of weighted products of generalized Fibonacci numbersMelham, RS
2017-05-01Closed forms for finite sums of weighted products of the sine and cosine functionsMelham, RS
2018-11-01Closed formulas for finite sums of fractional expressions that involve the sine and cosine functionsMelham, RS
2018-05-01Closed formulas for finite sums of weighted fractional generalized fibonacci productsMelham, RS
1995-01-01Extended and generalized fibonacci polynomialsShannon, AG; Melham, RS
2009-12-01Families of rational numbers with predictable Engel product expansionsMelham, RS
2014-05-12Finite reciprocal sums involving summands that are balanced products of generalized fibonacci numbersMelham, RS
2014-01-01Finite sums that involve reciprocals of products of generalized Fibonacci numbersMelham, RS
2018-02-01Further closed forms for finite sums of weighted products of generalized fibonacci numbersMelham, RS
2018-02-01Further closed forms for finite sums of weighted products of the sine and cosine functionsMelham, RS
1999-08-01Lambert series and elliptic functions and certain reciprocal sumsMelham, RS
1999-05-01Lucas sequences and functions of a 3-by-3 matrixMelham, RS
1999-08-01Lucas sequences and functions of a 4-BY-4 matrixMelham, RS
2010-11-01More on combinations of higher powers of fibonacci numbersMelham, RS
2004-05-01Ye olde Fibonacci curiosity shoppe revisitedMelham, RS
2010-08-01On certain combinations of higher powers of Fibonacci numbersMelham, RS
2003-02-01On some reciprocal sums of brousseau: An alternative approach to that of CarlitzMelham, RS