-
effect is understanding. As
understanding is not
directed towards a
discrete proposition, but
involves grasping relations of
parts to
other parts and perhaps...
-
statistically discrete event contained in a
match or game
could be bet on.
Fixing part of a
match for a
certain result in a
proposition bet is called...
- The
propositional calculus is a
branch of logic. It is also
called (first-order)
propositional logic,
statement logic,
sentential calculus, sentential...
-
Mentalese is best
expressed through predicate and
propositional calculus.[citation needed] Made up of
discrete symbols; each
symbol has a
smallest constituent...
-
propositional logic, a
propositional formula is a type of
syntactic formula which is well formed. If the
values of all
variables in a
propositional formula...
-
Discrete mathematics is the
study of
mathematical structures that are
fundamentally discrete rather than continuous. In
contrast to real
numbers that have...
-
responds leading them to “facts that can be ****erted in singular,
discrete propositions that
usually include dates, places,
proper names, and
verbs of action...
-
logical complement, is an
operation that
takes a
proposition P {\displaystyle P} to
another proposition "not P {\displaystyle P} ",
written ¬ P {\displaystyle...
-
propositions or
claims that can be true or false. An
important feature of
propositions is
their internal structure. For example,
complex propositions...
-
complement of A in B,"
denoted B \A, is
defined as (A ∪B′)′ and as A′ ∩B.
PROPOSITION 1. For any U and any
subset A of U: {}′ = U; 'U'′ = {}; A \ {} = A; {} \...
