Results 241 to 250 of about 580,173 (268)
Some of the next articles are maybe not open access.
Discriminator or dual discriminator?
Algebra Universalis, 2001A semidiscriminator on a set \(S\) is a ternary function \(f\) such that for every pair \((a,c)\) of elements of \(S\), \(f\) is either the discriminator for both pairs \((a,c)\) and \((c,a)\), or it is the dual discriminator for both of these pairs. The author characterizes semidiscriminator varieties.
openaire +1 more source
Science, 1959
Eight rats were run through discrimination training sessions in which responses in the dark were not reinforced whereas the first response after the onset of a light was reinforced. The procedure generated orderly learning and latency data for the individual animal. The latency distributions are adequately described by a simple mathematical formulation.
openaire +2 more sources
Eight rats were run through discrimination training sessions in which responses in the dark were not reinforced whereas the first response after the onset of a light was reinforced. The procedure generated orderly learning and latency data for the individual animal. The latency distributions are adequately described by a simple mathematical formulation.
openaire +2 more sources
CRC Critical Reviews in Clinical Laboratory Sciences, 1978
Discriminant analysis (DA) is a pattern recognition technique that has been widely applied in medical studies. It allows multivariate observations ("patterns" or points in multidimensional space) to be allocated to previously defined groups (diagnostic categories).
openaire +2 more sources
Discriminant analysis (DA) is a pattern recognition technique that has been widely applied in medical studies. It allows multivariate observations ("patterns" or points in multidimensional space) to be allocated to previously defined groups (diagnostic categories).
openaire +2 more sources
1992
For a totally complex number field \(k\), let \(d_ k\) denote the absolute value of the discriminant of \(k\). Let \({\mathcal O}_ k\) denote the ring of algebraic integers of \(k\), \(E_ k\) the group of units of \({\mathcal O}_ k\), \(\text{Cl}(k)\) the class group of \({\mathcal O}_ K\).
S. HAHN, Y. OH
openaire +1 more source
For a totally complex number field \(k\), let \(d_ k\) denote the absolute value of the discriminant of \(k\). Let \({\mathcal O}_ k\) denote the ring of algebraic integers of \(k\), \(E_ k\) the group of units of \({\mathcal O}_ k\), \(\text{Cl}(k)\) the class group of \({\mathcal O}_ K\).
S. HAHN, Y. OH
openaire +1 more source
(Non-Discrimination/Non-Discrimination)
Abstract This chapter clarifies the central purpose of the 1951 Convention's Article 3 to prohibit discrimination by the State parties to the 1951 Convention regardless of the refugees' race, religion, or country of origin. The article does not require the contracting States to treat refugees in the same manner as other aliens or ...Mpoki Mwakagali, Reinhard Marx
openaire +1 more source
Discrimination and Reverse Discrimination.
The Journal of Negro Education, 1984Gerald Horne, Kent Greenawalt
openaire +1 more source