Denial of the Synthetic A Priori

Philosophy ◽  
1960 ◽  
Vol 35 (134) ◽  
pp. 255-264 ◽  
Author(s):  
Oliver A. Johnson

In his essay “Logical Empiricism”, in the anthology Twentieth Century Philosophy, Professor Feigl writes: “All forms of empiricism agree in repudiating the existence of synthetic a priori knowledge.” 2 Schlick makes the same point even more forcibly: “The empiricism which I represent believes itself to be clear on the point that, as a matter of principle, all propositions are either synthetic a posteriori or tautologous; synthetic a priori propositions seem to it to be a logical impossibility.”3 The denial of synthetic a prioris is a major thesis of the logical empiricist position, being found in the writings of most of the leaders of the movement.4 The reason for its importance is fairly clear. It provides a formula on which the empiricists can base their critique of traditional philosophy. To use Ayer's phrase, denial of the synthetic a priori results in “the elimination of metaphysics”. The philosophical tradition to which the empiricists are opposed and whose “metaphysics” they wish to eliminate can be called, somewhat loosely, rationalism.

1992 ◽  
Vol 18 ◽  
pp. 113-150
Author(s):  
Albert Casullo

The analytic/synthetic distinction has played a central role in discussions of a priori knowledge throughout the twentieth century. One of the primary reasons for the prominence of this distinction is the widespread influence of the tradition of logical empiricism which endorsed the following principles:(LEl) All analytic propositions are knowable a prioriand(LE2) All propositions knowable a priori are analytic.Hence, proponents of the a priori often argue in support of the contention that the propositions of a particular discipline, say mathematics or logic, are knowable a priori by arguing that it consists solely of analytic propositions. On the other hand, detractors of the a priori often reject such knowledge on the grounds that the analytic/synthetic distinction is not cogent. My primary goal in this paper is to challenge the prevalent acceptance of (LE1).


2015 ◽  
Vol 42 (1-2) ◽  
pp. 143-162
Author(s):  
Stephen R. Palmquist

This is the third in a series of articles that correlates Kant’s architectonic with the Yijing’s sixty-four hexagrams (gua 卦). Previous articles explained “architectonic” reasoning, introduced four levels of the “Compound Yijing,” consisting of 0+4+12+(4 × 12=48) gua, and suggested correlating the fourth level’s four sets of twelve to the four “faculties” in Kant’s model of the university. This third paper examines the philosophy faculty, assessing whether the twelve proposed gua meaningfully correlate with twelve basic philosophical concepts that Kant introduces in his three Critiques. A key difference emerges: Kant’s architectonic method aims to produce synthetic a priori knowledge, while the Yijing’s architectonic method aims to produce analytic a posteriori belief.


Author(s):  
Wesley C. Salmon

Philosophy of science flourished in the twentieth century, partly as a result of extraordinary progress in the sciences themselves, but mainly because of the efforts of philosophers who were scientifically knowledgeable and who remained abreast of new scientific achievements. Hans Reichenbach was a pioneer in this philosophical development; he studied physics and mathematics in several of the great German scientific centres and later spent a number of years as a colleague of Einstein in Berlin. Early in his career he followed Kant, but later reacted against his philosophy, arguing that it was inconsistent with twentieth-century physics. Reichenbach was not only a philosopher of science, but also a scientific philosopher. He insisted that philosophy should adhere to the same standards of precision and rigour as the natural sciences. He unconditionally rejected speculative metaphysics and theology because their claims could not be substantiated either a priori, on the basis of logic and mathematics, or a posteriori, on the basis of sense-experience. In this respect he agreed with the logical positivists of the Vienna Circle, but because of other profound disagreements he was never actually a positivist. He was, instead, the leading member of the group of logical empiricists centred in Berlin. Although his writings span many subjects Reichenbach is best known for his work in two main areas: induction and probability, and the philosophy of space and time. In the former he developed a theory of probability and induction that contained his answer to Hume’s problem of the justification of induction. Because of his view that all our knowledge of the world is probabilistic, this work had fundamental epistemological significance. In philosophy of physics he offered epoch-making contributions to the foundations of the theory of relativity, undermining space and time as Kantian synthetic a priori categories.


Author(s):  
Paul K. Moser

A prominent term in theory of knowledge since the seventeenth century, ‘a posteriori’ signifies a kind of knowledge or justification that depends on evidence, or warrant, from sensory experience. A posteriori truth is truth that cannot be known or justified independently of evidence from sensory experience, and a posteriori concepts are concepts that cannot be understood independently of reference to sensory experience. A posteriori knowledge contrasts with a priori knowledge, knowledge that does not require evidence from sensory experience. A posteriori knowledge is empirical, experience-based knowledge, whereas a priori knowledge is non-empirical knowledge. Standard examples of a posteriori truths are the truths of ordinary perceptual experience and the natural sciences; standard examples of a priori truths are the truths of logic and mathematics. The common understanding of the distinction between a posteriori and a priori knowledge as the distinction between empirical and non-empirical knowledge comes from Kant’s Critique of Pure Reason (1781/1787).


2019 ◽  
Vol 101 (3) ◽  
pp. 376-406 ◽  
Author(s):  
Karin de Boer

Abstract In this article I argue that Kant considered Hume’s account of causality in the Enquiry to be primarily relevant because it undermines proofs for the existence of God and, moreover, that this interpretation is plausible and text-based. What the Prolegomena calls ‘Hume’s problem’ is, I claim, the more general question as to whether metaphysics can achieve synthetic a priori knowledge of objects at all. Whereas Hume denied this possibility, I show how the solution Kant develops in the Critique of Pure Reason is in agreement with Hume’s critique of dogmatic metaphysics, but salvages the synthetic a priori principles he takes to be constitutive of empirical cognition.


Author(s):  
Paul Burger

Hume and Kant destroyed the belief in the apriori de re, i.e. the rationalist’s doctrine of direct awareness of necessary facts about the nature of being. Later on, analytical philosophy told us that there are only two general classes of statements, synthetics a posteriori and analytics a priori. Quine eventually rejected the a priori in general and advanced a radical empiricism. However, both moderate and radical empiricism has recently been challenged by realistic minded philosophers. They have argued that ontological topics such as the nature of properties, laws or causation remain strongly undetermined by semantic ascent and Quinean ontological commitment, and announced an ontological turn. Are not ontological or metaphysical explanations a priori explanations? Despite his preferred talk in terms of a posteriori realism and inference of the best explanation, Armstrong’s defence of universals looks very much like an apriori one. Others, such as Barry Smith, explicitly defend that there are synthetic propositions a priori de re. I believe in both: Kant was right in claiming that an understanding of what metaphysics can teach us is dependent upon a clear concept of the synthetic a priori, but—against Kant— synthetics a priori de re are legitimate. In this paper I will defend synthetics a priori de re. However, I will reject the rationalist’s appeal to direct awareness of necessary facts as well as undeniableness or infallibility as necessary conditions for a prioris. Instead I will claim that all synthetics a priori express hypothetical truths.


Author(s):  
John Skorupski

The empiricist approaches to mathematics discussed in this article belong to an era of philosophy which we can begin to see as a whole. It stretches from Kant's Critiques of the 1780s to the twentieth-century analytic movements which ended, broadly speaking, in the 1950s—in and largely as a result of the work of Quine. Seeing this period historically is by no means saying that its ideas are dead; it just helps in understanding the ideas. That applies to the two versions of empiricism that were most prominent in this late modern period: the radical empiricism of Mill and the “logical” empiricism associated with the Vienna Circle positivism of the late 1920s and early 1930s. Mill and the logical positivists shared the empiricist doctrine that no informative proposition is a priori.


Author(s):  
Alan Sidelle

Necessary truths have always seemed problematic, particularly to empiricists and other naturalistically-minded philosophers. Our knowledge here is a priori - grounded in appeals to what we can imagine or conceive (or can prove on that basis) - which seems hard to reconcile with such truths being factual, short of appealing to some peculiar faculty of a priori intuition. And what mysterious extra feature do necessary truths possess which makes their falsity impossible? Conventionalism about necessity claims that necessary truths obtain by virtue of rules of language, such as that ‘vixen’ means the same as ‘female fox’. Because such rules govern our descriptions of all cases - including counterfactual or imagined ones - they generate necessary truths (‘All vixens are foxes’), and our a priori knowledge is just knowledge of word meaning. Opponents of conventionalism argue that conventions cannot ground necessary truths, particularly in logic, and have also challenged the notion of analyticity (truth by virtue of meaning). More recent claims that some necessary truths are a posteriori have also fuelled opposition to conventionalism.


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