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Definition of premise
Thanks for using this online dictionary, we have been helping millions of people improve their use of the english language with its free online services. English definition of premise is as below...
Premise
(n.)
Matters
previously
stated
or set
forth;
esp., that part in the
beginning
of a deed, the
office
of which is to
express
the
grantor
and
grantee,
and the land or thing
granted
or
conveyed,
and all that
precedes
the
habendum;
the thing
demised
or
granted..
Lern More About Premise
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Paralogism
::
Paralogism
(n.) A
reasoning
which is false in point of form, that is, which is
contrary
to
logical
rules or
formulae;
a
formal
fallacy,
or
pseudo-syllogism,
in which the
conclusion
does not
follow
from the
premises..
Tippling-house
::
Tippling-house
(n.) A house in which
liquors
are sold in drams or small
quantities,
to be drunk on the
premises..
Inferable
::
Inferable
(a.)
Capable
of being
inferred
or
deduced
from
premises.
Converse
::
Converse
(n.) A
proposition
in
which,
after a
conclusion
from
something
supposed
has been
drawn,
the order is
inverted,
making
the
conclusion
the
supposition
or
premises,
what was first
supposed
becoming
now the
conclusion
or
inference.
Thus, if two sides of a sides of a
triangle
are
equal,
the
angles
opposite
the sides are
equal;
and the
converse
is true, i.e., if these
angles
are
equal,
the two sides are
equal..
Non Sequitur
::
Non
sequitur
() An
inference
which does not
follow
from the
premises.
Distribute
::
Distribute
(v. t.) To
employ
(a term) in its whole
extent;
to take as
universal
in one
premise.
Premise
::
Premise
(n.) To set forth
beforehand,
or as
introductory
to the main
subject;
to offer
previously,
as
something
to
explain
or aid in
understanding
what
follows;
especially,
to lay down
premises
or first
propositions,
on which rest the
subsequent
reasonings..
Subsumptive
::
Subsumption
(n.) That which is
subsumed,
as the minor
clause
or
premise
of a
syllogism..
Give
::
Give (n.) To set forth as a known
quantity
or a known
relation,
or as a
premise
from which to
reason;
-- used
principally
in the
passive
form
given..
Premise
::
Premise
(n.)
Matters
previously
stated
or set
forth;
esp., that part in the
beginning
of a deed, the
office
of which is to
express
the
grantor
and
grantee,
and the land or thing
granted
or
conveyed,
and all that
precedes
the
habendum;
the thing
demised
or
granted..
Trilemma
::
Trilemma
(n.) A
syllogism
with three
conditional
propositions,
the major
premises
of which are
disjunctively
affirmed
in the
minor.
See
Dilemma..
Speculate
::
Speculate
(v. i.) To view
subjects
from
certain
premises
given or
assumed,
and infer
conclusions
respecting
them a
priori..
Minor
::
Minor (n.) The minor term, that is, the
subject
of the
conclusion;
also, the minor
premise,
that is, that
premise
which
contains
the minor term; in
hypothetical
syllogisms,
the
categorical
premise.
It is the
second
proposition
of a
regular
syllogism,
as in the
following:
Every act of
injustice
partakes
of
meanness;
to take money from
another
by
gaming
is an act of
injustice;
therefore,
the
taking
of money from
another
by
gaming
partakes
of
meanness..
Given
::
Given (v.)
Granted;
assumed;
supposed
to be
known;
set forth as a known
quantity,
relation,
or
premise..
Premit
::
Premit
(v. t.) To
premise.
Premiss
::
Premiss
(n.)
Premise.
Consectary
::
Consectary
(n.) That which
follows
by
consequence
or is
logically
deducible;
deduction
from
premises;
corollary.
Syllogistic
::
Syllogism
(n.) The
regular
logical
form of every
argument,
consisting
of three
propositions,
of which the first two are
called
the
premises,
and the last, the
conclusion.
The
conclusion
necessarily
follows
from the
premises;
so that, if these are true, the
conclusion
must be true, and the
argument
amounts
to
demonstration.
Epichirema
::
Epichirema
(n.) A
syllogism
in which the proof of the major or minor
premise,
or both, is
introduced
with the
premises
themselves,
and the
conclusion
is
derived
in the
ordinary
manner..
Major
::
Major (a.) That
premise
which
contains
the major term. It its the first
proposition
of a
regular
syllogism;
as: No
unholy
person
is
qualified
for
happiness
in
heaven
[the
major].
Every man in his
natural
state is
unholy
[minor].
Therefore,
no man in his
natural
state is
qualified
for
happiness
in
heaven
[conclusion
or
inference]..
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