TY - JOUR AB - We study a discrete random walk on a one-dimensional finite lattice, where each state has different probabilities to move one step forward, backward, staying for a moment, or being absorbed. We obtain expected number of arrivals and expected time until absorption using a new concept: Fibonacci matrices. AU - Uem, Theo van DA - 2022 DO - 10.17879/23049546594 LA - eng IS - Münster Journal of Mathematics M2 - 221 PY - 2022 SP - 221-233 T2 - Münster Journal of Mathematics TI - Random walk and Fibonacci matrices UR - https://nbn-resolving.org/urn:nbn:de:hbz:6-23049547194 Y2 - 2024-11-21T18:01:53 ER -