George F. McNulty, George R. Holmes, deRosset Myers, Sandra Stader,
and Angela Forand, Response Stability on a psychological
instrument: A lattice theoretical supplement to traditional
statistical measures, In progress.
George F. McNulty and Ross Willard, The Chautauqua Problem, Tarski's
Finite Basis Problem, and residual bounds for 3-element algebras, In
progress.
Ralph McKenzie, George F. McNulty and Ross Willard,
Computational Recognition of Properties of Finite Algebras
, In progress.
Ralph Freese, Ralph N. McKenzie, Geroge F. McNulty, and Walter F. Taylor, Algebras,
Lattices, Varieties. Vol. 2. ,
In progress.
Sandra R. Stader, deRosset Myers , Jr., Angela Q. Forand,
George R. Holmes, George F. McNulty,Linda Frey, and Staci S. Bolton
Evaluation of the William S.~Hall Psychiatric Institute clinical
psychology internship: a replication and extension.Pyschological Reports (to appear).
George F. McNulty and Ju Wang,
The class of subdirectly irreducible groups generated by a finite
group is finitely axiomatizable,
Submitted.
George F. McNulty, Zoltán Székely, and Ross Willard,
Equational complexity of the finite algebra membership problem.
International Journal of Algebra and Computation.18 (2008) 1283-1319.
'The original
publication is available from the publisher.
George F. McNulty, Residual finiteness and finite equational bases:
undecidable properties of finite algebras Lectures on some recent work
of Ralph McKenzie and Ross Willard. Preprint.
Kirby A. Baker, George F. McNulty and Ju Wang,
An extension of Willard's Finite Basis Theorem: Congruence
meet-semidistributive varieties of finite critical depth,
Algebra Universalis.52 (2004) 289-302.
George F. McNulty, Minimum bases for equational theories of groups and
rings: the work of Alfred Tarski and Thomas C. GreenAnnals of Pure and Applied Logic.127
(2004) 131-153.
George R. Holmes, Aldo Galeazzi, Emilio Franceschina,
George F. McNulty, Angela Q. Forand, Sandra R. Stader, deRosset Myers, Jr., and
Harry H. Wright, A preliminary analysis of norms and reliability for
the School Reinforcement
Survey Schedule (SRSS): Italian and American early
adolescents.Journal of Behavioral Education.13 (2004) 117-133.
Sandra R. Stader, George R. Holmes, Angela Q. Forand, deRosset Myers,
Jr. and George F. McNulty, Comparison of scores for abused and nonabused
young adults on the Psychological Trauma and Resources Scale.Psychological Reports.94 (2004) 687-693.
Zsolt Lengvarszky and George F. McNulty, Covering in the sublattice
lattices of finite distributive lattices, Journal of the Australian
Mathematical Society (Series A),65 (1998) 333-353.
George Holmes, Angela Forand, deRosset Myers, Jr., Tami Leonhardt,
Robert Ceasar, Michael Cuccaro, Melissa Hood, Sandra Stader, and George F.
McNulty, An interim report on the development of the psychological trauma
and resources scales . Psych. Reports80 (1997) 819--831.
Jaroslav Ježek and George F. McNulty, The existence of finitely
based lower covers for finitely based equational theories. J. Symbolic
Logic60 (1995), no. 4, 1242--1250.
Jarolsalv Ježek and George F. McNulty, Perfect bases for equational
theories.J. Symbolic Comput.19 (1995), no. 5, 489--505.
Jaroslav Ježek and George F. McNulty, Finite axiomatizability
of congruence rich varieties.Algebra Universalis34 (1995),
no. 2, 191--213.
George F. McNulty, Corrigendum: "Structural diversity in the
lattice of equational theories",Algebra Universalis31
(1994), no. 4, 614.
George F. McNulty, Forward: a volume dedicated to Bjarni Jónsson
on the occasion of his seventieth birthday.Algebra Universalis31 (1994), no. 3, 301--305.
George F. McNulty, A field guide to equational logic.J.
Symbolic Comput.14 (1992), no. 4, 371--397.
Tamás Bajusz, George F. McNulty, and Ágnes Szendrei,
Lyndon's groupoid is not inherently nonfinitely based.Algebra
Universalis27 (1990), no. 2, 254--260.
George F. McNulty, Lattice congruences and Dilworth's decomposition
of relatively complemented lattices.The Dilworth theorems, 439--444,
Contemp. Mathematicians, Birkhäuser Boston, Boston, MA, 1990.
Jaroslav Ježek, J. and George F. McNulty, Bounded and well-placed
theories in the lattice of equational theories. Algebra Universalis26 (1989), no. 3, 311--331.
Kirby A. Baker, George F. McNulty, and Walter Taylor, Growth problems
for avoidable words. Theoret. Comput. Sci.69 (1989),
no. 3, 319--345.
George F. McNulty, An equational logic sampler.Rewriting
techniques and applications (Chapel Hill, NC, 1989), 234--262, Lecture
Notes in Comput. Sci., 355, Springer, Berlin, 1989.
Kirby A. Baker, George F. McNulty, and Heinrich Werner, Shift-automorphism
methods for inherently nonfinitely based varieties of algebras. Czechoslovak
Math. J.39(114) (1989), no. 1, 53--69.
Kirby A. Baker, George F. McNulty, and Heinrich Werner, The finitely
based varieties of graph algebras.Acta Sci. Math. (Szeged)51 (1987), no. 1-2, 3--15.
Ralph N. McKenzie, Geroge F. McNulty, and Walter F. Taylor, Algebras,
Lattices, Varieties. Vol. 1. The Wadsworth & Brooks/Cole Mathematics
Series. Wadsworth & Brooks/Cole Advanced Books & Software, Monterey,
Calif., 1987. xvi+361 pp. ISBN: 0-534-07651-3
George F. McNulty, George F. Fifteen possible previews in equational
logic.Lectures in universal algebra (Szeged, 1983), 307--331,
Colloq. Math. Soc. János Bolyai, 43, North-Holland, Amsterdam-New
York, 1986.
George F. McNulty, Alfred Tarski and undecidable theories.J.
Symbolic Logic51 (1986), no. 4, 890--898.
George F. McNulty, How to construct finite algebras which are not
finitely based.Universal algebra and lattice theory (Charleston,
S.C., 1984), 167--174, Lecture Notes in Math., 1149, Springer, Berlin-New
York, 1985.
Henry A. Kierstead, Georbe F. McNulty, and William T. Trotter, Jr.,
A theory of recursive dimension for ordered sets.Order1
(1984), no. 1, 67--82.
George F. McNulty, T. Nordahl, and H. E. Scheiblich, Injectives
and projectives in term finite varieties of algebras.Canad. J.
Math.35 (1983), no. 5, 769--775.
George F. McNulty, An extension of Zermelo's Principle and pathological
sets in the plane.Matimyas Matematika,7(1983), no.4,
1--11.
George F. McNulty and Caroline R. Shallon, Inherently nonfinitely
based finite algebras.Universal algebra and lattice theory (Puebla,
1982), 206--231, Lecture Notes in Math., 1004, Springer, Berlin-New
York, 1983.
Joan P. Hutchinson and George F. McNulty, Connected graphs of genus
g with complementary orbits.Discrete Math.45 (1983),
no. 2-3, 255--275.
George F. McNulty, Covering in the lattice of equational theories
and some properties of term finite theories.Algebra Universalis15 (1982), no. 1, 115--125.
George F. McNulty, Infinite ordered sets, a recursive perspective.Ordered sets (Banff, Alta., 1981), pp. 299--330, NATO Adv. Study
Inst. Ser. C: Math. Phys. Sci., 83, Reidel, Dordrecht-Boston, Mass.,
1982.
George F. McNulty, Infinite chains of nonfinitely based equational
theories of finite algebras.Algebra Universalis13 (1981),
no. 3, 373--378.
George F. McNulty, Structural diversity in the lattice of equational
theories.Algebra Universalis13 (1981), no. 3, 271--292.
Frank Harary and George F. McNulty, The orbital partition of a graph.J. Combin. Inform. System Sci.5 (1980), no. 2, 131--133.
George F. McNulty, Classes which generate the variety of all lattice-ordered
groups.Ordered groups (Proc. Conf., Boise State Univ., Boise, Idaho,
1978), pp. 135--140, Lecture Notes in Pure and Appl. Math., 62, Dekker,
New York, 1980.
Jean A. Larson, Richard Laver, and George F. McNulty, Square-free
and cube-free colorings of the ordinals.Pacific J. Math.89
(1980), no. 1, 137--141.
Dwight R.Bean, Andrzej Ehrenfeucht, and George F. McNulty, Avoidable
patterns in strings of symbols.Pacific J. Math.85 (1979),
no. 2, 261--294.
P. W. Harley, III and George F. McNulty, When is a point Borel?Pacific J. Math.80 (1979), no. 1, 151--157.
George F. McNulty, Fragments of first order logic. I. Universal
Horn logic.J. Symbolic Logic42 (1977), no. 2, 221--237.
George F. McNulty and Manfred Stoll, A Sketch of the Theory of Sets
Department of Mathematics, University of South Carolina, (1977) 99pp.
Michael Makkai and George F. McNulty, Universal Horn axiom systems
for lattices of submodules.Algebra Universalis7 (1977),
no. 1, 25--31.
George F. McNulty, Undecidable properties of finite sets of equations.J. Symbolic Logic41 (1976), no. 3, 589--604.
George F. McNulty, The decision problem for equational bases of
algebras.Ann. Math. Logic10 (1976), no. 3-4, 193--259.
George F. McNulty and Walter Taylor, Combinatory interpolation theorems.Discrete Math.12 (1975), 193--200.
Bjarni Jónsson, George F. McNulty, and Robert W. Quackenbush,
The ascending and descending varietal chains of a variety.Canad.
J. Math.27 (1975), 25--31.