Survey 1979: Equational Logic - Department of Mathematics ...

58
131. , Monadic generalized spectra, Z. Math. Logik Grundlagen Math., 21(1975),
89-96. {14.1}
132. Fajtlowicz, S., n-Dimensional dice, Rend. Mat. (6), 4(1971), 1-11. { 14.3 }
133. , Categoricity in varieties, Abstract 72T-A109, Notices Amer. Math. Soc., 19(1973),
A-435. {14.2)
134. , On algebraic operations in binary algebras, Colloq. Math., 21(1970), 23-26. (14.5}
135. , Equationally complete semigroups with involution, Algebra Universalis, 1(1972),
355-358.{8)
136. Fajtlowicz, S., and J. Mycielski, On convex linear forms, Algebra Universalis, 4(1974),
244-249. { 8.9,9)
137. Fennemore, C.,All varieties of bands, Semigroup Forum, 1(1970), 172-179.{ 9.4,10,13.6)
138. Fisher, E. R., Abstract 742-08-4, Notices Amer. Math. Soc., 24(1977), A-44. {3)
139. Forrest, Williams K., Model theory for universal classes with the AP.' a study in the foundations
of model theory and algebra, Ann. Math. Logic, 11(1977), 263-366. {14.6,17.1 )
Fried, E., G. Gritzer and R. W. Quackenbush, Uniform Congruence Schemes, Algebra
Universalis, to appear.{14.7 )
141. Friedman, H., On decidability ofequational theories, J. Pure Appl. Alg., 7(1976), 1-3. {12]
142. , The complexity of explicit definitions, Advances in Math., 20(1976), 18-29. {5,7)
143. Freyd, P., AbelJan categories, Harper and Row, New York, 1964. { 2,3,14.9)
144. Froemke, J., and R. W. Quackenbush, The spectrum of an equational class ofgroupoids, Pacific
J. Math., 58(1975), 381-386. {14.1}
145. Fujiwara, T., On the construction of the least universal Horn class containing a given class,
Osaka Math. J., 8(1971), 425-436. {3}
146. Gaifman, H.,Infinite Boolean Polynomials L Fund. Math., 54(1964), 229-250. {14.5 )
147. Ganter, B., Conbinatorial designs and algebras, Ms., Darmstadt, 1976. { 17.4)
148.*Ganter, B., and H. Werner, Equational classes of Steiner systems, Algebra Universalis, 5(1975),
125-140. {12,17.4 }
149. , Equational classes of Steiner systems II, (Conference on the algebraic aspects of
combinatorics, Toronto, 1975), 283-285 in Congressus Numerantium 13, Utilitas Math.,
Winnipeg, 1975. (Eds. D. Corneil and E. Mendelsohn) { 17.4 )
150.*Garcik, O. D., In/ectivity in categories of groups and algebras, An. Inst. Mat. Univ. Nac.
Autonoma Mxico, 14(1974), 95-115. {14.9 )
151. Gautam, N. D., The validity of equations of complex algebras, Archiv. Math. Logik
Grundlagenforschung, 3(1957), 117-124. {3)
152. Gerhard, J. A., The lattice of equational classes of idempotent semigroups, J. Algebra,
15(1970), 195-224. {9.4,10,13.6 )
153. , Subdirectly irreducible idempotent semigroups, Pacific J. Math., 39(1971),
669-676. { 8 )
154. __, Injectives in equational classes of idempotent semigroups, Semigroup Forum,
9(1974), 36-53. {14.9)
155. Girl, R. D., On a varietal structure of algebras, Trans. Amer. Math. Soc., 213(1975), 53-60. {3)
156. Givant, S., Universal classes categorical or free in power, Ph.D. Thesis, Berkeley, 1975. { 14.3)
157. , Possible cardinalities of irredundant bases for closure systems, Discrete Math.,
12(1975), 201-204. {11)
158. Glennie, C. M.,lde. ntities in Jordan algebras, 307-313 in [257]. (5,12)
159. Goodstein, R. L., Function theory in an axiom free equation calculus, Proc. London Math.
Soc., (2), 48(1943), 401-434. { 17.5 )
160. Gould, M., An equational spectrum giving cardinalities of endomorphism mortolds, Canad.
140.