activity
20172020
most citedSome basic properties of the generalized bi-periodic Fibonacci and Lucas sequences

3 citations · 5 across the 5 of their papers we have counts for

collaborators

11 papers

math.CO2020

Game of Pure Chance with Restricted Boundary

Ho-Hon Leung, Thotsaporn "Aek'' Thanatipanonda

We consider various probabilistic games with piles for one player or two players. In each round of the game, a player randomly chooses to add or chips to his pile under the…

math.NT2019

On Horadam quaternions by using matrix method

Elif Tan, Ho-Hon Leung

In this paper, we give several matrix representations for the Horadam quaternions. We derive several identities related to these quaternions by using the matrix method. Since quate…

math.NT20193 cited

Some basic properties of the generalized bi-periodic Fibonacci and Lucas sequences

Elif Tan, Ho-hon Leung

In this paper, we consider a generalization of Horadam sequence fwng which is defined by the recurrence relation wn = x(n)wn-1+ cwn-2; where x(n) = a if n is even, x(n) = b if n is…

math.CO20192 cited

A Probabilistic Two-Pile Game

Ho-Hon Leung, Thotsaporn "Aek'' Thanatipanonda

We consider a game with two piles, in which two players take turn to add or chips (, are not necessarily positive) randomly and independently to their respective pil…

math.NT2019

A note on congruence properties of the generalized bi-periodic Horadam sequence

Elif Tan, Ho-Hon Leung

In this paper, we consider a generalization of Horadam sequence {w_n} which is defined by the recurrence w_n = aw_n-1 + cw_n-2; if n is even, w_n = bw_n-1 + cw_n-2; if n is odd wit…

math.RA2018

A remark on commutative subalgebras of Grassmann algebra

Ho-Hon Leung

Let and . We show that there exists maximal commutative subalgebras (with respect to inclusion) of dimension less that .