The morphometric invariant construction is considered. The invariants
are the numbers generated in an axiomatic way. Nonempirical invariants
coincide with the empirical ones of various species and are calculate
d by three functions of two independent variables that are natural num
bers. The first function is a quantitative description of well-known s
pectra of empirical plant invariants in the form of phyllotaxis ratios
. The second and the third functions are generated from the first one.
They describe quantitatively Insecta and Vertebrata empirical morphom
etric invariants in the form of double ratio among three linear sizes.