(Spa) En este artículo se comparan los análisis hechos por Aristóteles y Peirce de la inferencia analógica desde un punto de vista formal, es decir, sin prestar atención a su uso retórico o argumentativo. Desde este punto de vista formal, ambos filósofos coinciden en que la analogía es una inferencia compuesta, pero no concuerdan en los elementos simples que la componen. Aristóteles afirma que la analogía es compuesta sólo por la inducción y la deducción, en cambio Peirce, en su última explicación, incluye como tercer elemento a la abducción. El autor de este artículo defiende que la explicación de Aristóteles es la correcta debido a que es clara y suficiente; en cambio la de Peirce es confusa e insatisfactori...
Usage and limits of analogy and metaphor in Aristotle's science could be confusing. In some passages...
This paper is an exploratory investigation of the use of analogy in Aristotle\u27s works. The thesis...
describes Euclid’s procedure in proving theorems. Euclid first presents his theorem in general terms...
(Spa) En este artículo se comparan los análisis hechos por Aristóteles y Peirce de la inferencia a...
In this article the author compares Aristotle’s and Peirces’s analyses of analogical inference from ...
This dissertation inaugurates a study on the connections between the philosophies of Aristotle and C...
Analogy features prominently in Aristotle’s writing; yet, the scholarship rarely treats Aristotle’s ...
In this paper we analyze the use that Aristotle made in the Protrepticus of the analogy between phýs...
Usage and limits of analogy and metaphor in Aristotle’s science could be confusing. In some passages...
The nature of Aristotle’s topics has been a crucial issue in the Middle Ages (Abaelardi Dialectica, ...
For Peirce, logic is essentially illative, a relation of inferential growth. It follows that inferen...
ABSTRACT Analogy (ἀναλογία) according to Aristotle, is a way given items can be regarded as iden...
The expert (technē) analogy often plays an essential role in the arguments of Xenophon, Plato and Ar...
In several places of the Collected Papers, Peirce states that Abduction, or adoption of a Hypothesis...
Analogy is a mode of reasoning that is employed in problem solving, logic, science and art. The sche...
Usage and limits of analogy and metaphor in Aristotle's science could be confusing. In some passages...
This paper is an exploratory investigation of the use of analogy in Aristotle\u27s works. The thesis...
describes Euclid’s procedure in proving theorems. Euclid first presents his theorem in general terms...
(Spa) En este artículo se comparan los análisis hechos por Aristóteles y Peirce de la inferencia a...
In this article the author compares Aristotle’s and Peirces’s analyses of analogical inference from ...
This dissertation inaugurates a study on the connections between the philosophies of Aristotle and C...
Analogy features prominently in Aristotle’s writing; yet, the scholarship rarely treats Aristotle’s ...
In this paper we analyze the use that Aristotle made in the Protrepticus of the analogy between phýs...
Usage and limits of analogy and metaphor in Aristotle’s science could be confusing. In some passages...
The nature of Aristotle’s topics has been a crucial issue in the Middle Ages (Abaelardi Dialectica, ...
For Peirce, logic is essentially illative, a relation of inferential growth. It follows that inferen...
ABSTRACT Analogy (ἀναλογία) according to Aristotle, is a way given items can be regarded as iden...
The expert (technē) analogy often plays an essential role in the arguments of Xenophon, Plato and Ar...
In several places of the Collected Papers, Peirce states that Abduction, or adoption of a Hypothesis...
Analogy is a mode of reasoning that is employed in problem solving, logic, science and art. The sche...
Usage and limits of analogy and metaphor in Aristotle's science could be confusing. In some passages...
This paper is an exploratory investigation of the use of analogy in Aristotle\u27s works. The thesis...
describes Euclid’s procedure in proving theorems. Euclid first presents his theorem in general terms...