unateadj.
/juːˈneɪt/ Mathematics.
Of a logical function: containing no variable in both negated and unnegated forms.
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the world > relative properties > number > algebra > [adjective] > relating to expressions > relating to functions
generating1671
exponential1704
discontinuous1803
functional1806
odd1812
periodic1820
syzygetic1850
convex1858
graphometric1865
polycyclic1869
subrational1875
synectic1876
variational1879
polyhedral1881
holomorphic1886
tropical1887
Gudermannian1888
monogeneous1888
monotonous1890
oscillating1893
monotonic1901
monotone1903
orthogonalized1909
schlicht1925
concave1942
deconvolved1974
unate1978
1978 S. C. Lee Mod. Switching Theory iv. 118 Any threshold function is unate.
Derivatives
uˈnateness n.
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the world > relative properties > number > algebra > [noun] > expression > function > property of
discontinuity1803
functionality1857
self-conjugation1866
covariance1878
symmetry1888
monogeneity1906
recursion1913
recursive definition1935
holomorphy1957
unateness1960
1960 Proc. IRE 48 1336/1 The first of these, Theorem 1, gives one of the most easily recognized properties of a setting function, unateness... A unate function is defined as one from which one of each pair of complementary literals..can be eliminated.
This entry has not yet been fully updated (first published 1986; most recently modified version published online June 2018).
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adj.1960