MINICALCULADORA
DE SILOGISMOS
Te inventas un
silogismo, lo transcribes con el lenguaje del programa, analizas todos sus
elementos (términos y premisas), miras a ver si es válido (coherente) ese silogismo. Escribe el
silogismo ( en su idioma clave ) y verás si has analizado bien y si es válido.
|
TÉRMINO MAYOR: pred.
concl. |
TÉRMINO MENOR:
suj.concl. |
TÉRMINO MEDIO: no
en concl. |
PREMISA MAYOR:
tiene térm.M. |
PREMISA MENOR:
tiene térm.m |
CONCLUSIÓN: lo que
se saca |
SUJETO: de quien se
dice |
CÓPULA: afirma o
niega |
PREDICADO: lo que
se dice |
Para analizar un silogismo.
¡Ojo a los términos en inglés!
-
Todo = ALL
-
Términos = A,
B, C, D, etc ( ya sean sujetos ya sean predicados )
-
Son = ARE,
No son = ARE_NOT
-
Algunos =
SOME
-
Ningún = NO
-
NO OLVIDES
PULSAR EL BOTÓN VALID?
( Te dirá si es o no coherente. En caso de que te diga No, busca
contra qué regla va)
ATRÁS
User Doc for Syllogism Applet Calculator
Hint: You should print this document and step through it with the Applet
before you.
Most of the Applet consists of labels with white text slots on the side or just
below. The center pane has a Venn diagram. And the bottom panel has a button.
Entering a Syllogism
- Click on the button: Enter a Syllogism. A dialog box will appear.
- To make a text slot active, you may have to click in it.
- Enter two premises and a conclusion.
- NOTE: You don't have to enter the syllogism in standard form.
Proposition Format
- Enter a quantifier first: all,
some, or no.
- After a space enter any letter to represent the subject term.
- After a space enter a copula: are or
are_not.
- After a space enter any letter to represent the predicate term.
An Example
- All philosophy professors
are academics with doctorates.
- This should be entered as: ALL P ARE A
- Where P is a place holder for the subject term: philosophy professors.
- And A is a place holder for the predicate term: academics with
doctorates.
To Continue....
- Click the 'Accept ' button before the 'Close' button so the parser
can check if all is well formed.
- To get answers often asked about a syllogism, click the labels. To
see the Venn diagram, click anywhere on the diagram.
For Enthymemes
- Enter two premises or premise and conclusion. Leave the missing
premise or conclusion slot blank.
- CAUTION: If you are entering a premise and a conclusion, enter the
premise in the second premise slot NOT the FIRST.
- Remember to click 'Accept' before 'Close' on the dialog box.
- To get answers, click labels.....
For Sorites
- Follow procedure above to enter two premises of the sorites that have
a term in common.
- The Applet will find the intermediate conclusion, if one can be
derived.
- Next enter the intermediate conclusion and a premise from the sorites
not previously used.
- Repeat this procedure until all the premises are used and the Applet
has ground out the conclusion or it has stated that the sorites is invalid.
(When it fails to grind out a valid conclusion the sorites is invalid.)
Labels on the Venn diagram:
- The buttons marked S, P and M to the right of the Venn diagram
indicate the way the entered syllogism is labeled on a Venn diagram.
Antillogism:
- An antillogism for a valid argument must satisfy the following three
steps:
- There must be one and only one inequation. ( __!=0)
- There must be a complementary pair- a term and its negation- in
the two equations.
- The remaining terms in the equations ( those not paired) must
appear in the inequation with the same markings.
ATRÁS