The deductive argument is that the law prescribes the
absolute coexistence of the premises and conclusion ensuring that the latter
represented in the premises. The major premise is general and particular conclusion.
Syllogisms are a form of deductive reasoning
consisting of two propositions as premises and a conclusion, latter being
necessarily deductive inference from the other two.
The figures are the ways that magazine the syllogism
according to the position of the middle term in the premises. There are four
figures which are the following:
1a figure 2ª figure 3ª
figure 4ª figure
M it P P it M M it P P it M
S it M S it M M it S M it P
----------
-----------
-----------
------------
S it P S it P S it P S it P
The modes are the configurations of each figure,
according to the propositions are A, E, I, O; i.e., taking into account the
quantity and quality of the proposals the most common are:
Figure 1: BARBARA, CELARENT, DARII FERIO.
2 nd figure: CESARE, CAMESTRES, FESTINO BAROCO.
3 rd. figure: DARAPTI, FELAPTON, DISAMIS, DATISI,
BACARDO, FERISON.
Figure 4: BAMALIP, CAMENES, DIMATIS, FESAPO, FRESISON.

Structure for validity of an argument
Modus mode ponens or affirmation of the antecedent
|
1.A 2.A 3.B 1,2mp |
1. 2. 3.B 1,2mp |
1. A 2.A 3. |
1. 2. 3. |
Modus tollens or denial of the consequent

Disjunctive syllogism or negation of the disyunto

Hypothetical syllogism or transitivity conditional
Inductive argument
One inductive argument is which, starting from the observation of a
property defined in one sufficient number of individuals of a particular class,
generalizes the observed property at the conclusion and attributed it to all
members of that same class. This generalization applies both to cases observed
as for all of their species not observed. Unlike deductive arguments, whose
conclusion does not provide new information and why his conclusions are necessary,
inductive arguments in its conclusion offer us new information, i.e.
information not included in the premises, and therefore its conclusion is
likely.
Abductive argument
Is a type of reasoning that, from
the description of an event or phenomenon, offers or becomes a hypothesis that
explains the analysis of the case. According to Aristotle, abductive reasoning
is syllogisms where the premises only provide some degree of probability to the
conclusion.
Argument constructive
An affirmative constructive speech is one that constructively defends an
assertion or argument.

Fallacies
One fallacy is not valid reasoning or wrong but with
appearance of correct reasoning. It is an (fallacious) misleading or erroneous
reasoning, but intends to be convincing or persuasive. All the fallacies are
reasoning that do not comply with any logical rule. Thus, for example, argued
in a fallacious manner when in time of present reasons adequate against the
position that defends a person, it is attacked and discredits: goes against the
person without refute what he says or said. The logical fallacies are usually
classified in formal and non-formal.
Non-formal fallacies
Non-formal fallacies are
arguments in which contributing the premises is not suitable to justify the
conclusion that we want to reach. You want to convince not providing good
reasons but appealing to non-relevant elements, or even irrational. . When the premises are
accurate information, they do, in any case, by a different conclusion to which
is intended.
The above example of fallacy is a
case of non-formal fallacy: descalificamos the person who argues rather than
refutes your reasons. The list of non-formal fallacies is long; some are as
follows.
Fallacy ad hominem
(directed against the man)
Reasoning that, instead of presenting adequate reasons
to rebut a certain position or conclusion, is attacked or discrediting the
person who defends.
Fallacy ad baculum
(appeal to the stick)
Reasoning in which to establish a conclusion or
position provide no reasons but that is traversed to the threat, the force or
fear. It is an argument that allows you to overcome, but not convincing.
Ad verecundiam fallacy (appeal to authority)
Reasoning or discourse in which defends a conclusion
or opinion not providing reasons but appealing to some authority, most or any
custom.
It must be observed that in some cases it may be
legitimate to take an authority recognized in the subject; but it is not always
a guarantee.
Fallacy ad populum (aimed at the town causing
emotions)
Reasoning or
discourse in which omitted the appropriate reasons and reasons not connected
with the conclusion but known to be exposed will be accepted by the audience,
awakening feelings and emotions. It is a demagogic or seductive argument.
Fallacy ad ignorantiam (by ignorance)
Reasoning which
aims to defend the truth (falsity) of a statement by the fact that not can
prove otherwise.
Formal fallacies
Argument ad Baculum (appeal to force)
Appeal to force
is committed when it appeals to force or the threat of force to bring about the
acceptance of a conclusion. It usually turns to it when they fail tests or
rational arguments.
Example 1
A father can
end a discussion with their children or Lady saying, (... here is what I say,
because I am bringing home money!). Course that the head of the household is
the father, but from the point of view of logic argue that the decision that
the proposed is good only because the brings home money is wrong, other members
of the family may have better ideas and have to be heard.
Non pro Causa
(false cause)
Cause this
fallacy consists of error as cause of an effect something that is not the real
cause. It is not difficult to see that the mere fact of the coincidence or
temporal succession is not enough to establish a causal connection between the
two events.
Example 1
Must reject the
claim of some aborigines that touching the drum the Sun reappears after an
eclipse, even though it can offer as proof the fact that whenever the drum is
played during the eclipse the Sun reappeared.
Equıvoco
Most of the
words have more than one literal meaning; for example, the word (peak) which
can designate a tool to work the land, or the mouth of a bird. If we clearly
distinguish these different senses, does not arise any difficulty. But if we
confuse different meanings that may have a word or phrase and use it within the
same context with its various meanings without realizing it, then we are using
it in a way equıvoca.
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