SUPER EAT LABELINGS OF SUBDIVIDED STARS
Abstract. Kotzig and Rosa
(1970) conjectured that every tree admits edge-magic total labeling. Enomoto et
al. (1998) proposed the conjecture that every tree issuper edge-magic total. In
this paper, we describe super (a, d)-edge-antimagic total labelings on a
subclass of the subdivided stars denoted by T (n, n, n, n, n5, n6..., nr) for d
∈ {0, 1, 2}, where n ≥ 3 odd, r ≥ 5 and nm = 2m−4(n − 1) + 1 for 5 ≤ m
≤ r.
Author: M. Javaid and A.A.
Bhatti
Journal Code: jpmatematikagg130006
