A dozen less known, but important, contributions to the development an
d application of graph theory to chemistry are reviewed. The relevance
of these works is pointed out. They include papers which appear to ha
ve been known to only a few involved in the recent revival of graph-th
eoretical methods in chemistry. Among such papers that have escaped wi
der attention are Flavitzky's enumeration of isomers (1874), Muirhead'
s work on the comparability of functions (1901) and the review article
on graph theory in chemistry by Balandin (1940). A similar class incl
udes works by Bloch, who first introduced the nearest neighbour approx
imation, well-known from the Huckel molecular orbital calculations; Wh
eland, who used the polynomial expansion for enumeration of valence st
ructures prior to the well-known Polya's theorem and Sachs, who outlin
ed a scheme for enumerating various cycles in a molecule years before
more recent schemes have been developed. In addition, we review a work
by Heilbronner who reveals an intriguing relationship between valence
structures and molecular connectivity and a work by Marcus, concerned
with bond-additive properties of molecules, which anticipated much of
the recent work on bond indices in benzenoid hydrocarbons and the rol
e of circuits in such systems.