Pages that link to "Item:Q2801335"

The following pages link to On a conjecture of Cusick concerning the sum of digits of \(n\) and \(n+t\) (Q2801335):

Displaying 10 items.

• The Tu-Deng conjecture holds almost surely (Q668088) (← links)
• Divisibility of binomial coefficients by powers of two (Q1786695) (← links)
• The sum-of-digits function on arithmetic progressions (Q2299252) (← links)
• On a second conjecture of Stolarsky: the sum of digits of polynomial values (Q2447667) (← links)
• On a conjecture of Cusick concerning the sum of digits of \(n\) and \(n+t\) (Q2801335) (← links)
• A digit reversal property for an analogue of Stern's sequence (Q4637115) (← links)
• A lower bound for Cusick’s conjecture on the digits of <i>n</i> + <i>t</i> (Q5019791) (← links)
• Approaching Cusick's conjecture on the sum-of-digits function (Q5244187) (← links)
• A digit reversal property for Stern polynomials (Q5384189) (← links)
• The binary digits of n+t (Q6098863) (← links)