A Less Formal Approach to Kaluza-Klein Formalism (Short Communication) M.A. MCKIERNAN — 1969 Aequationes mathematicae
The matrix equation a(x...y) = a(x) + a(x)a(y) + a(y). M.A. McKiernan — 1977 Aequationes mathematicae
Equation of the form H(x...y) = ...ifi(x)gi(y). (Short Communication). M.A. McKiernan — 1976 Aequationes mathematicae
The General Solution of Some Finite Difference Equations Analogous to the Wave Equation. M.A. McKiernan — 1972 Aequationes mathematicae
The General Solution of Some Finite Difference Equations Analogous to the Wave Equation (Short Communication) M.A. MCKIERNAN — 1971 Aequationes mathematicae
Boundeness on a Set of Positive Measure and the Mean Value Property Characterizes Polynomials on a Space Vn. M.A. McKiernan — 1970 Aequationes mathematicae
The matrix equation a(x...y) = a(x)+a(x)a(y)+a(y). (Short Communication). M.A. McKiernan — 1976 Aequationes mathematicae
Boundedness on a Set of Positive Measure and the Mean Value Property Characterizes Polynomial on a Space Vn. (Short Communication). M.A. McKiernan — 1968 Aequationes mathematicae
Note on Simultaneity and the Eisenstein-Maxwell Field. M.A. McKiernan — 1971 Journal für die reine und angewandte Mathematik
General and Regular Solutions of Functional Equations Characterizing Harmonic Polynomials. H. Haruki; J. Aczél; M.A. McKiernan — 1968 Aequationes mathematicae
General and Regular Solutions of Functional Equations Characterizing Harmonic Polynomials. (Short Communication). M.A. McKiernan; J. Aczel; H. Haruk — 1968 Aequationes mathematicae