Stephen R. Palmquist

This essay offers constructive criticism of the book “In Defense of Kant’s Religion” (2008), by Chris L. Firestone and Nathan Jacobs. Follow the link given here to see the published version of this article. In the same journal issue where that version appeared (Faith & Philosophy 29.2), Jacobs and Firestone each published essays that claimed to respond to my criticisms of their book; but for the most part they merely skirted around the points my article makes, often avoiding the key issues (e.g., by imputing alleged "fallacies" to my paper and using these as excuses to avoid discussing the genuine issues), sometimes making claims that were simply false in the process. In Faith and Philosophy 29.3 (July 2012):340-346, I published a general response to the whole debate over their book, without going into the sad details of the tactics they employed. But in a footnote (p.342n) I referred the reader to a detailed, point-by-point rebuttal to their (non-)arguments, as an addendum to that article, that would be uploaded here on my academia. edu site. This version of my original paper uploaded here contains the identical text for the paper itself (i.e., the first 15 pages of the original typescript have not been changed); but I have added an Appendix (starting on p.16) that responds, point-by-point to the Firestone and Jacobs essays. Warning to the faint-hearted: this discussion should not be read by anyone who is considering giving up their study of philosophy on the grounds that philosophers typically waste their time merely talking past each other, because for such a person, reading the Appendix to the version of the paper uploaded here could be the straw that breaks the camel's back! As I wrote it, I found myself sometimes wishing I had not published a promise to provide such material, because it is an embarrassment to philosophy that philosophers sometimes treat each other in the way illustrated by the two essays I am responding to. I only hope that taking the trouble to publish such a detailed response will help some readers recognize how important it is to give one's interlocuter the benefit of the doubt wherever possible (as I have tried to do here, for Firestone and Jacobs--and I would welcome their detailed explanations, if they think I have not done so). In any case, I hope the (unpublished) Appendix, uploaded here, will illustrate the fact that there are more important values to consider, when conducting a philosophical argument, than merely persuading others that "I’m right!"

In his Critique of Pure Reason, Kant famously includes immortality as one of the three “ideas” that give rise to “unavoidable problems of reason” (KrV, B7)1 and thereby constitute the basic subject-matter of metaphysics. Interpreters have paid a great deal of attention to the other two ideas, God and freedom; yet very few studies of Kantian immortality have ever been undertaken. This should come as no surprise, once we realize that Kant himself used the word “immortality” and its cognates only 40 times in all three of his great Critiques. (By comparison, forms of the words “God” and “free(dom)” appear 119 and 509 times, respectively, in the three Critiques.) Kant’s theory of immortality – if he can be said to have one – is therefore exceedingly difficult to understand. For example, he says at one point (KrV, B395n): “Metaphysics has only three ideas as the proper purpose of its investigation: God, freedom, and immortality – and in such a way that the second concept, when combined with the first, is to lead to the third as a necessary conclusion.” How are we to understand this claim ? Does Kant really mean that combining the concept of freedom with the concept of God somehow gives rise to immortality as a necessary inference? In any case, why does Kant say so little about immortality, even though he portrays it as one of three ideas that constitute the “final aim” of all metaphysical speculation ? These and other puzzles raised by Kant’s occasional comments on immortality will be the focus of this paper.

This introduction to Kant's ground-breaking book on religion summarizes the conflicts Kant himself experienced with religion, explains how the book is related to Kant's other writings, and comments on the extensive influence the book has had on theology and religion over the past 200 years. By far the longest section is an exhaustive summary of the text itself: with only a few (noted) exceptions, the main point of every paragraph in the entire book is summarized with one (or occasionally two) sentence(s). If you are a student in a class on Kant's philosophy of religion, this book is a "must buy". Not only does Pluhar (the only native German speaking translator of Kant's writings into English) clarify many problems that plagued the previous translations, such as highlighting the all-important metaphor that is implied by Kant's use of "blossen" (bare, as opposed to clothed) in the title (and throughout the book, but the Introduction will enable you to "wow" your teachers with your comprehensive knowledge of the whole text.

This paper is, in part, a report on the conclusions reached at a retreat on Part One of Kant's Conflict of the Faculties, held at the Center for Insight into Philosophic Health, Education, and Renewal, in Mendocino, California. It argues that Kant's distinction between the public and private spheres does not remove but intensifies the philosopher's duty to influence the general public. I conclude with some reflections on how a Kantian philosopher might have a positive influence on religious communities. Includes an appendix coauthored by Richard W. Mapplebeckpalmer.

This paper is, in part, a report on the conclusions reached at a retreat on Part One of Kant's Conflict of the Faculties, held at the Center for Insight into Philosophic Health, Education, and Renewal, in Mendocino, California. It argues that Kant's distinction between the public and private spheres does not remove but intensifies the philosopher's duty to influence the general public. I conclude with some reflections on how a Kantian philosopher might have a positive influence on religious communities. Includes an appendix coauthored by Richard W. Mapplebeckpalmer.

This is a review article based on William Franke's book, A Philosophy of the Unsayable. After contrasting standard "analytic" logic with its paradoxical alternative, "synthetic" logic, this article introduces three basic laws of synthetic logic that can help to clarify how it is possible to talk about the so-called "unsayable". Keeping these laws in mind as one reads a book such as Franke's enables one to understand the range of strategies one can employ in the attempt to use words to evoke an experience of the unsayable. This article together with several others responding to Franke's book, and Franke's replies to the whole set of articles.

In a recent article in this journal [Phil. Math., II, v.4 (1989), n.2, pp.?- ?] J. Fang argues that we must not be fooled by A.J. Ayer (God rest his soul!) and his cohorts into believing that mathematical knowledge has an analytic a priori status. Even computers, he reminds us, take some amount of time to perform their calculations. The simplicity of Kant's infamous example of a mathematical proposition (7+5=12) is "partly to blame" for "mislead[ing] scholars in the direction of neglecting the temporal element"; yet a brief instant of time is required to grasp even this simple truth. If Kant were alive today, "and if he had had a little more mathematical savvy", Fang explains, he could have used the latest example of the largest prime number (391,581 x 2 216,193 - 1) as a better example of the "synthetic a priori" character of mathematics. The reason Fang is so intent upon emphasizing the temporal character of mathematics is that he wishes to avoid "the uncritical mixing of ... a theology and a philosophy of mathematics." For "in the light of the Computer Age today: finitism is king!" Although Kant's aim was explicitly "to study the 'human' ... faculty", Fang claims that even he did not adequatley emphasize "the clearly and concretely distinguishable line of demarcation between the human and divine faculties."

The following Glossary lists Kant's most important technical terms, toÂgether with a simple definition of each. (The terms 'judicial', 'perspective' and 'standpoint' are the only ones Kant himself does not use as technical terms.) It was originally written as a study aide to help make the intricate web of Kant's termiÂnology comprehensible to students who had little or no faÂmilÂiarÂiÂty with Kant's writings. Where relevant, the opposite term is given in curved brackets at the end of the definition. When a word defined herein (or a slightÂly different form of such a word) is used in the course of defining some other word in this Glossary, its first occurrence in that definition will be in italics.

The common saying, “it is better to give than to receive”, is so widespread that its truth is often merely assumed. But can this ethical maxim withstand a careful philosophical analysis? The relevant concepts (“giving”, “receiving”, and “better”)can be interpreted in too many ways to discuss thoroughly in a single essay. Instead, this essay classifies the various ways of interpreting the distinction between giving and receiving, then explores in depth one of the options, based on a pivotal distinction between active and passive types of both giving and receiving. I defend the controversial claim that there is at least one important sense (arguably the most important, for ethical purposes) in which it is not better to give than receive, but that in this sense precisely the opposite holds true. Indeed, the survival of the human race may depend on our willingness to receive.

Based on the author's Introduction to Philosophy lectures in Hong Kong, this book has been translated into Chinese and Indonesian and has sold over 10,000 copies. Unlike a typical textbook, the author punctuates his objective descriptions of the classical philosophical theories in metaphysics, logic, applied philosophy and ontology, with highly personal examples of how philosophical reflection can stimulate insights. Like a typical textbook, every chapter ends with a list of questions for further thought and a list of recommended further readings. The first of twelve chapters is shown here as an example.

There is a common assumption among philosophers, shared even by many Kant scholars, that Kant had a naive faith in the absolute valid­ity of Euclidean geometry, Aristotelian logic, and Newtonian physics, and that his primary goal in the Critique of Pure Reason was to pro­vide a rational foundation upon which these classical scientific theories could be based. This, it might be thought, is the essence of his attempt to solve the problem which, as he says in a footnote to the second edition Preface, "still remains a scandal to philosophy and to human reason in general" -namely, "that the existence of things outside us...must be accepted merely on faith, and that if anyone thinks good to doubt their existence, we are unable to..

Quantum indeterminism seems incompatible with Kant’s defense of causality in his Second Analogy. The Copenhagen interpretation also takes quantum theory as evidence for anti-realism. This article argues that the law of causality, as transcendental, applies only to the world as observable, not to hypothetical (unobservable) objects such as quarks, detectable only by high energy accelerators. Taking Planck’s constant and the speed of light as the lower and upper bounds of observability provides a way of interpreting the observables of quantum mechanics as empirically real even though they are transcendentally (i.e., preobservationally) ideal.El indeterminismo cuántico parece incompatible con la defensa de la causalidad que hace Kant en su Segunda Analogía. La interpretación de Copenhague de la mecánica cuántica también considera a esta teoría como evidencia a favor del antirrealismo. Este artículo defiende que la ley (trascendental) de la causalidadse aplica solamente al mundo en tanto que observable, y no a objetos hipotéticos (inobservables) como los quarks, detectables solo mediante aceleradores de altas energías. Tomar la constante de Planck y la velocidad de la luz como límites inferior y superior de la observabilidad nos ofrece un modo de interpretar losobservables de la mecánica cuántica como empíricamente reales, incluso aunque estos sean trascendentalmente, es decir, preobservacionalmente, ideales.

This is a series of two articles examining Kant’s attitude toward mystical experiences and the relation between his interest in these and his interest in constructing a Critical system of metaphysics.“The Critical Dreams” begins by questioning the traditional division between “Critical” (1770 onwards) and “pre-Critical” periods in Kant’s development. After explaining Kant’s Critical method, his 1766 book, Dreams of a Spirit-Seer... is examined and found to contain all the essential elements of that method. The onlykey element which is missing is his “Copernican” insight. Although Hume may have played an important role in the early 1760’s in awakening Kant to the importance of his Critical method, this Copernican insight seems to have its roots more in Swedenborg than in Hume. Moreover, [DREAMS] itself should no longer be interpreted as evincing a sceptical or empirical stage in Kant’s development, but can now be seen as setting for Kant the problem which his Critical System was intended to solve. [DREAMS] suggests the two strands of this problem: (1) How is mystical experience possible? and (2) How is metaphysics possible? [DREAMS] offers a Critical answer to the first question, but does not fully develop its implications.

In a recent article in this journal Phil. Math., II, v.4 (1989), n.2, pp.? ?] J. Fang argues that we must not be fooled by A.J. Ayer (God rest his soul!) and his cohorts into believing that mathematical knowledge has an analytic a priori status. Even computers, he reminds us, take some amount of time to perform their calculations. The simplicity of Kant's infamous example of a mathematical proposition (7+5=12) is "partly to blame" for "mislead[ing] scholars in the direction of neglecting the temporal element"; yet a brief instant of time is required to grasp even this simple truth. If Kant were alive today, "and if he had had a little more mathematical savvy", Fang explains, he could have used the latest example of the largest prime number (391,581 x 2 216,193 - 1) as a better example of the "synthetic a priori" character of mathematics. The reason Fang is so intent upon emphasizing the temporal character of mathematics is that he wishes to avoid "the uncritical mixing of ... a theology and a philosophy of mathematics." For "in the light of the Computer Age today: finitism is king!" Although Kant's aim was explicitly "to study the 'human' ... faculty", Fang claims that even he did not adequatley emphasize "the clearly and concretely distinguishable line of demarcation between the human and divine faculties."