- higher-order
logics are
logics in the
strict sense. When
understood in a wide sense,
logic encomp****es both
formal and
informal logic.
Informal logic uses non-formal...
- in the
process theories of classes, sets and mappings, and higher-order
logics other than with
Henkin semantics have come to be
regarded as extralogical...
-
deductive system one
wishes to model. Many
modal logics,
known collectively as
normal modal logics,
include the
following rule and axiom: N, Necessitation...
- (1993). Many-valued
logics.
Clarendon Press. ISBN 978-0-19-853787-8. S. Gottwald, A
Treatise on Many-Valued
Logics.
Studies in
Logic and Com****tion, vol...
-
operator in
specific positional logics. Rescher, in his work, also
created more
general systems of
positional logics.
Although the
first ones were constructed...
-
Modal Logics Sider 2010, pp. 171–176, 286–287
Garson 2024, § 3.
Deontic Logics Garson 2024, § 1. What is
Modal Logic?, § 4.
Temporal Logics Sider 2010...
-
noncommutative logics BV and NEL.
Noncommutative logic is
sometimes called ordered logic,
since it is
possible with most
proposed noncommutative logics to impose...
-
paraconsistent logic is that it
rejects the
principle of explosion. As a result,
paraconsistent logics,
unlike classical and
other logics, can be used to...
- Non-classical
logics (and
sometimes alternative logics or non-Aristotelian
logics) are
formal systems that
differ in a
significant way from
standard logical...
- first-order logic,
extended logics, and
deviant logics.
Extended logics accept the
basic formalism and the
axioms of
classical logic but
extend them with new...
