- (which the
medievals called subcontraries, subcontrariae) can both be true, but they
cannot both be false.
Since subcontraries are
negations of universal...
-
given statement.
Cases of the
incorrect application of the contrary,
subcontrary and
subalternation relations (these hold in the
traditional square of...
- In mathematics, the
harmonic mean is a kind of average, one of the
Pythagorean means. It is the most
appropriate average for
ratios and
rates such as speeds...
- (e.g. 'Something is red' and 'Something is not red') are said to be
subcontraries. contradiction: It's dead
entails It's not
alive and It's not alive...
- Triangle, Ginzberg’s
triangle of
contraries and Sir
William Hamilton’s
subcontraries.
Lambda cube
Logical cube
Logical hexagon Square of
opposition Bazhanov...
- \lnot P)} .
Paraconsistent logics have been
developed that
allow for
subcontrary-forming operators. Model-theoretic
paraconsistent logicians often deny...
- "negation" in
paraconsistent logic is not
really negation; it is
merely a
subcontrary-forming operator.[full
citation needed][full
citation needed]
Those who...
- and E (i.e. they can both be false, but
cannot both be true), and two
subcontraries I and O (i.e. they can both be true, but
cannot both be false) according...
-
mixture distributions Studentization Study design Study heterogeneity Subcontrary mean –
redirects to
Harmonic mean
Subgroup analysis Subindependence Substitution...
-
Harmonic mean In mathematics, the
harmonic mean (sometimes
called the
subcontrary mean) is one of
several kinds of average, and in particular, one of the...
