By S. Lapointe, Michael Beaney
The 1st publication in English to provide a scientific survey of Bolzano’s philosophical good judgment and concept of data, it deals a reconstruction of Bolzano’s perspectives on a sequence of key concerns: the research of that means, generality, analyticity, logical final result, mathematical demonstration and data via advantage of which means.
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Additional resources for Bolzano's Theoretical Philosophy: An Introduction (History of Analytic Philosophy)
Given this conception of what an intuition is, there is no such thing as an intuition that would not have empirical import. One cannot have an intuition of something that does not exist (in the causal world). Since intuitive cognitive events are, just like anything causal, indexed on the timecontinuum, they always necessarily differ from one another in at least this respect. In principle – we will see that this is not unproblematic – since every subjective idea corresponds to an objective idea, the propositional content of each utterance of a sentence containing an indexical term (that designates a Bolzanian intuition) will differ from all the others expressed by other utterances of that same sentence.
This implies that sentences be not context-sensitive. They must be completed with the adequate determinations, and the context-sensitive components they contain must be replaced by noncontext-sensitive ones. My utterance of ‘It is raining’, for instance, must veil elements that are bound to the context since without them, so the argument goes, nothing would exclude that what I am saying be both true and false at the same time: it may be true, for instance, that it is raining at the time of utterance, say, in Manhattan, KS while false that it is raining at the same time in New York, NY.
For someone who subscribes to (1) there is a correlation between concepts and objects which according to Bolzano amounts to a positive answer to the questions whether or not the components of an idea are identical to the idea of the properties of its object(s). (1837, §64, 269) Bolzano denies the latter as well as the more simplistic version of this correlation he attributes to Johann Heinrich Abicht who claims that: The more particular the object of a concept is, the more parts of ideas must also be distinguishable in this object [.
Bolzano's Theoretical Philosophy: An Introduction (History of Analytic Philosophy) by S. Lapointe, Michael Beaney