PEIRCE'S PRAGMATIC THEOLOGY AND STOIC RELIGIOUS ETHICS1

Charles S. Peirce believed that his pragmatic philosophy could reconcile religion and science and that this reconciliation involves a religious ethics creating a real community with the cosmos and God. After some rival pragmatic approaches to God and religious belief inconsistent with Peirce's philosophy are set aside, his metaphysical plan for a reconciliation of religion and science is outlined. A panentheistic God makes the best match with his desired conclusions from the Neglected Argument for the reality of God, and this God is also capable of fulfilling the pragmatic role demanded by Peirce's ethical expectations for the intelligent functioning of religion. The discussion proceeds to an elaboration of the aesthetic, metaphysical, and ethical elements of Peirce's philosophical system, which indicate why Peirce's religious ethics is best categorized as akin to Stoicism, with some Christian elements. For Peirce, religious ethics proceeds from the (potentially universal) agapic community's cooperation with God's loving creativity of the universe.     

Iconic Representations and Representative Practices

I develop an account of scientific representations building on Charles S. Peirce's rich, and still underexplored, notion of iconicity. Iconic representations occupy a central place in Peirce's philosophy, in his innovative approach to logic and in his practice as a scientist. Starting from a discussion of Peirce's approach to diagrams, I claim that Peirce's own representations are in line with his formulation of iconicity, and that they are more broadly connected to the pragmatist philosophy he developed in parallel with his scientific work. I then defend the contemporary relevance of Peirce's approach to iconic representations, and specifically argue that Peirce offers a useful ‘third way’ between what Mauricio Suárez has recently described as the ‘analytical’ and ‘practical’ inquiries into the concept of representation. As a philosophically minded scientist and an experimentally inclined philosopher, Peirce never divorced the practice of representing from questions about what counts as a representation. I claim that his account of iconic representations shows that it is the very process of representing, construed as a practice which is coextensive with observing and experimenting, that casts light on the nature of representative relations.     

Neat,Swine, Sheep,and Deer: Mill and Peirce on Natural Kinds

In the earliest phase of his logical investigations (1865–1870), Peirce adopts Mill's doctrine of real Kinds as discussed in the System of Logic and adapts it to the logical conceptions he was then developing. In Peirce's definition of natural class, a crucial role is played by the notion of information: a natural class is a class of which some non-analytical proposition is true. In Peirce's hands, Mill's distinction between connotative and non-connotative terms becomes a distinction between symbolic and informative and pseudo-symbolic and non-informative forms of representation. A symbol is for Peirce a representation which has information. Just as for Mill all names of Kind connote their being such, so for Peirce all symbols profess to correspond to a natural class.     

Peirce's evolutionary pragmatic idealism

In this paper I synthesize a unified system out of Peirce's life work, and name it “Peirce's Evolutionary Pragmatic Idealism”. Peirce developed this philosophy in four stages:

1. His 1868–69 theory that cognition is a continuous and infinite social semiotic process, in which Man is a sign.
2. His Popular Science Monthly pragmatism and frequency theory of probabilistic induction.
3. His 1891–93 cosmic evolutionism of Tychism, Synechism, and Agapism.
4. Pragmaticism: The doctrine of real potentialities (“would-be's”), and Peirce's pragmatic program for developing concrete reasonableness.

Peirce's evolutionary conception of the cosmos is pantheistic, and he constructed it to reconcile religion with Darwinian evolution.     

Diagrammatic Reasoning: Some Notes on Charles S. Peirce and Friedrich A. Lange

According to the received view, Charles S. Peirce's theory of diagrammatic reasoning is derived from Kant's philosophy of mathematics. For Kant, only mathematics is constructive/synthetic, logic being instead discursive/analytic, while for Peirce, the entire domain of necessary reasoning, comprising mathematics and deductive logic, is diagrammatic, i.e. constructive in the Kantian sense. This shift was stimulated, as Peirce himself acknowledged, by the doctrines contained in Friedrich Albert Lange's Logische Studien (1877 Lange, F.A. 1877. Logische Studien: Ein Beitrag zur Neubegründung der formalen Logik und der Erkenntnisstheorie, H. Cohen, ed., Iserlohn: Verlag von J. Baedeker (LS). [Google Scholar]). The present paper reconstructs Peirce's reading of Lange's book, and illustrates what, according to Peirce, was right and what was problematic in Lange's account of reasoning. It further seeks to explain how Peirce's theory of deductive reasoning was a combination of Kant's philosophy of mathematics and Lange's philosophy of logic.     

Epistemic Norms and Democracy: a Response to Talisse

John Rawls argued that democracy must be justifiable to all citizens; otherwise, a democratic society is oppressive to some. In A Pragmatist Philosophy of Democracy ( 2007 ), Robert B. Talisse attempts to meet the Rawlsian challenge by drawing from Charles S. Peirce's pragmatism. This article first briefly canvasses the argument of Talisse's book and then criticizes its key premise concerning (normative) reasons for belief by offering a competing reading of Peirce's “The Fixation of Belief” ( 1877 ). It then proceeds to argue that Talisse's argument faces a dilemma: his proposal of epistemic perfectionism either is substantive and can be reasonably disagreed about or is minimal but insufficient to ground a democratic society. Consequently, it suggests that the Rawlsian challenge can only be solved by abandoning Rawls's own notion of reasonableness, and that an interesting alternative notion of reasons can be derived from Peirce's “Fixation.”     

MAKING IT EXPLICIT AND CLEAR: FROM “STRONG” TO “HYPER‐” INFERENTIALISM IN BRANDOM AND PEIRCE

Abstract: This article explores how Robert Brandom's original “inferentialist” philosophical framework should be positioned with respect to the classical pragmatist tradition. It is argued that Charles Peirce's original attack (in “Questions Concerning Certain Faculties Claimed for Man” and other early papers) on the use of “intuition” in nineteenth‐century philosophy of mind is in fact a form of inferentialism, and thus an antecedent relatively unexplored by Brandom in his otherwise comprehensive and illuminating “tales of the mighty dead.” However, whereas Brandom stops short at a merely “strong” inferentialism, which admits some non‐inferential mental content (although it is parasitic on the inferential and can only be “inferentially articulated”), Peirce embraces a total, that is, “hyper‐,” inferentialism. Some consequences of this difference are explored, and Peirce's more thoroughgoing position is defended.     

Prior's Grappling with Peirce's Existential Graphs

A. N. Prior very much admired the logic and philosophy of C.S. Peirce. In the spring of 1962 Prior went to Chicago to study Peirce's ideas. One of the topics that caught his attention was Peirce's existential graphs. This interest continued when he returned to England. In this paper Prior's grappling with the existential graphs will be discussed.     

The Cube,the Square and the Problem of Existential Import

One of the claims made for C. S. Peirce's existential graphs has been that they are a deductively complete formulation of first-order logic with identity. As Peirce presented them, this is true only for certain versions of first-order logic :those which do not include terms for individuals. I amend Peirce's rules here, showing, in particular, how they are capable of demonstrating that, for instance, ‘Jack is in the kitchen’ contradicts ‘Jack is not in the kitchen’     

On classifying abduction

We can witness the recent surge of interest in classifying different patterns or types of abduction. Many philosophers have suggested their own classifications emphasizing different aspects of abduction. Such a development is remarkable, in view of the fact that until quite recently the focus of the research on Peircean abduction was to identify its logical form. Another agenda in the recent attempts to classify abduction is whether to allow non-explanatory abductions. In order to resolve these two closely related issues, I propose to examine how Peirce would have responded to them. In particular, I suggest to do this in connection with Peirce's another life-long project, the classification of sciences. In this examination, it will be shown that Peirce struggled with the problem of conflating induction and abduction. I shall discuss how this problem influenced both Peirce's views on the interrelationship between abduction, deduction, and induction on the one hand, and his many classifications of sciences on the other. Also, the implication of the fundamental change in Peirce's views of abduction, deduction, and induction to the problem of the classification of sciences will be uncovered. Finally, I shall discuss whether inference to the best explanation is abduction. Insofar as this problem has bearing on the two controversial issues in classifying abduction, my negative answer will demonstrate that classifying abduction is yet to get off the ground.     

Peirce on Truth as the Predestinate Opinion

Abstract: In 1878's ‘How to Make Our Ideas Clear’, Peirce states that truth is the predestinate opinion, or that which is fated to be ultimately agreed to by all who investigate. Later in his life, though, he would claim both (i) that truth is what would be believed if we could figure out the right method of inquiry and (ii) that, instead of affirming that truth is the predestinate opinion in 1878, he ought to have affirmed that truth is what would be believed if inquiry were carried sufficiently far. The aim of this paper is to provide an account of why the early Peirce endorses the claim that truth is the predestinate opinion and why the late Peirce is compelled to modify that position. I argue that Peirce's early statement that truth is the predestinate opinion is motivated by his theory that all mental action is of the nature of a valid inference and that the later modification of his view is partly motivated by his rejection of that theory.     

Hume and Peirce on the Ultimate Stability of Belief

Louis Loeb has argued that Hume is pessimistic while Peirce is optimistic about the attainment of fully stable beliefs. In contrast, we argue that Hume was optimistic about such attainment but only if the scope of philosophical investigation is limited to first‐order explanatory questions. Further, we argue that Peirce, after reformulating the pragmatic maxim to accommodate the reality of counterfactuals, was pessimistic about such attainment. Finally, we articulate and respond to Peirce's objection that Hume's skeptical arguments in T 1.4.1 and his commitment to common sense indicate that Hume was confused about whether we could have stable beliefs at all.     

Continuity, Naturalism, and Contingency: A Theology of Evolution Drawing on the Semiotics of C. S. Peirce and Trinitarian Thought

The starting point for this article is the question of the relationship between Darwinism and Christian theology. I suggest that evolutionary theory presents three broad issues of relevance to theology: the phenomena of continuity, naturalism, and contingency. In order to formulate a theological response to these issues I draw on the semiotics (theory of signs) and cosmology of the American philosopher Charles Sanders Peirce. Peirce developed a triadic theory of signs, underpinned by a threefold system of metaphysical categories. I propose a semiotic model of the Trinity based on Peirce's semiotics and categories. According to this model the sign‐processes (such as the genetic “code”) that are fundamental to life may be understood as vestiges of the Trinity in creation. I use the semiotic model to develop a theology of nature that addresses the issues raised by evolutionary theory. The semiotic model amounts to a proposal for a new metaphysical framework within which to understand the relationship between God and creation and between theology and science.     

New Light on Peirce's Conceptions of Retroduction,Deduction, and Scientific Reasoning

We examine Charles S. Peirce's mature views on the logic of science, especially as contained in his later and still mostly unpublished writings (1907–1914). We focus on two main issues. The first concerns Peirce's late conception of retroduction. Peirce conceived inquiry as performed in three stages, which correspond to three classes of inferences: abduction or retroduction, deduction, and induction. The question of the logical form of retroduction, of its logical justification, and of its methodology stands out as the three major threads in his later writings. The other issue concerns the second stage of scientific inquiry, deduction. According to Peirce's later formulation, deduction is divided not only into two kinds (corollarial and theorematic) but also into two sub-stages: logical analysis and mathematical reasoning, where the latter is either corollarial or theorematic. Save for the inductive stage, which we do not address here, these points cover the essentials of Peirce's latest thinking on the logic of science and reasoning.     

Between Peirce (1878) and James (1898): G. Stanley Hall,the origins of pragmatism,and the history of psychology

This article focuses on the 20‐year gap between Charles S. Peirce's classic proposal of pragmatism in 1877–1878 and William James's equally classic call for pragmatism in 1898. It fills the gap by reviewing relevant developments in the work of Peirce and James and by introducing G. Stanley Hall, for the first time, as a figure in the history of pragmatism. In treating Hall and pragmatism, the article reveals a previously unnoted relation between the early history of pragmatism and the early history of the “new psychology” that Hall helped to pioneer. © 2009 Wiley Periodicals, Inc.     

Bayesian probability

Bayesian decision theory is here construed as explicating a particular concept of rational choice and Bayesian probability is taken to be the concept of probability used in that theory. Bayesian probability is usually identified with the agent’s degrees of belief but that interpretation makes Bayesian decision theory a poor explication of the relevant concept of rational choice. A satisfactory conception of Bayesian decision theory is obtained by taking Bayesian probability to be an explicatum for inductive probability given the agent’s evidence.     

Two Rival Interpretations of Xunzi's Views on the Basis of Morality

This essay examines the textual evidence and arguments for two rival ways of interpreting Xunzi's accounts of the origins and normative bases of ritual and the Way: a human‐centered line of interpretation which maintains that the moral order constituted by the Confucian Way and its ritual tradition was the artificial creation of a group of ancient sages, and a Heaven‐centered line of interpretation which maintains, in contrast, that those same sages based the Confucian Way and its ritual tradition on a cosmic moral order that they discovered already existing in the world. It argues that the weight of textual evidence best supports a version of the former view, and shows that three representative versions of the latter view do not withstand critical scrutiny.     

Two Key Differences between Science and Philosophy

C. S. Peirce made the following claim: If science reveals truth, then consensus among scientists can be expected in the limit. This article does not dispute this claim; it simply assumes it. On the basis of this assumption, the following question is asked: Is it possible to extend Peirce's claim to philosophy in a natural way? It is argued that two important differences between science and philosophy strongly militate against such an extension. Does this mean that there is no truth to be found in philosophy? Are there, perhaps, different kinds of truth (scientific, philosophical, religious, and so on)? But such questions, though related to the present investigation, are nevertheless well beyond the scope of this article.