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 Positive $p$-harmonic functions on graphs Bull. Korean Math. Soc. 2005 Vol. 42, No. 2, 421-432 Printed June 1, 2005 Seok Woo Kim and Yong Hah Lee Konkuk University, Ewha Womans University Abstract : Suppose that an infinite graph $G$ of bounded degree has finite number of ends, each of which is $p$-regular, where $1 Then we can identify all the positive (bounded, respectively)$p$-harmonic functions on$G$. Keywords :$p\$-harmonic function, Liouville property MSC numbers : 31C20, 31C45 Downloads: Full-text PDF