In this paper, I’ll sketch an approach to epistemology that draws its inspiration from two aspects of Kant’s philosophical project. In particular, I want to explore how we might develop a Kantian conception of rationality that combines a virtue-theoretical perspective on the nature of rationality with a role for transcendental arguments in defining the demands this conception of rationality places upon us as thinkers. In discussing these connections, I’ll proceed as follows. First, I’ll describe the sorts of epistemological questions I’ll (...) be focusing on, and the framework within which I’ll try to address them. Then I’ll say a bit about the connections between this framework on Kant’s own views. Next, I’ll explain in more detail how the two main elements of this framework relate to one another by explaining how a certain sort of “transcendental argument” allows us to derive conclusions about the requirements of rationality from facts about the nature of rational capacities. Then, I’ll briefly illustrate these connections with two examples: the rationality of explanatory inference like inference to the best explanation and the rationality of perceptual belief. Finally, I’ll conclude by saying a bit about the relevance of this ideas for debates about the rationality of basic beliefs or prior probabilities. (shrink)

In the second half of this essay, I discuss the robust conception of rationality that lies at the heart of the Kantian version of Rationalist Constructivism – offering some reasons to prefer this conception to the more minimal accounts of rationality associated with Humean views. I then go on to discuss some of the potential metaethical advantages of the resulting form of constructivism.

This work has been selected by scholars as being culturally important, and is part of the knowledge base of civilization as we know it. This work was reproduced from the original artifact, and remains as true to the original work as possible. Therefore, you will see the original copyright references, library stamps (as most of these works have been housed in our most important libraries around the world), and other notations in the work. This work is in the public domain (...) in the United States of America, and possibly other nations. Within the United States, you may freely copy and distribute this work, as no entity (individual or corporate) has a copyright on the body of the work. As a reproduction of a historical artifact, this work may contain missing or blurred pages, poor pictures, errant marks, etc. Scholars believe, and we concur, that this work is important enough to be preserved, reproduced, and made generally available to the public. We appreciate your support of the preservation process, and thank you for being an important part of keeping this knowledge alive and relevant. (shrink)

The Cambridge Companion to German Idealism offers a comprehensive, penetrating, and informative guide to what is regarded as the classical period of German philosophy. Kant, Fichte, Hegel, and Schelling are all discussed in detail, together with a number of their contemporaries, such as Hölderlin and Schleiermacher, whose influence was considerable but whose work is less well known in the English-speaking world. The essays in the volume trace and explore the unifying themes of German Idealism, and discuss their relationship to Romanticism, (...) the Enlightenment, and the culture of seventeenth- and eighteenth-century Europe. The result is an illuminating overview of a rich and complex philosophical movement, and will appeal to a wide range of readers in philosophy, German studies, theology, literature, and the history of ideas. (shrink)

Can desires and actions be evaluated as responsive or unresponsive to reasons, in ways that extend beyond the instrumental implications of one's (other) desires? And does there exist any form of inference or reasoning that is practical in nature? Hume is generally supposed to have given an unambiguously negative reply to both of these questions. In particular, he is often taken to have held that no desire, passion, or action may ever be said to be opposed to reasons, except (perhaps) (...) in so far as it is based on a false belief or confused piece of means-ends reasoning. And he is generally taken to have held that the existence of some sort of peculiarly practical form of inference or reasoning is fundamentally .. (shrink)

Joseph Addison’s (1672--1719) essays in The Spectator occupy contradictory positions in the history of aesthetics. While they are generally considered central to the institution of aesthetics as a scholarly discipline, their reception has throughout history entailed a strong questioning of their philosophical and scholarly importance. In the following paper, I consider this dual feature as regards reception, and set out to clarify how this has come about. A re-examination of the arguments advanced by Addison makes clear that his role is (...) not that of a philosopher, but that of a public educator. As such he aims to raise the standard of general education of the British ‘middling orders’ in the early eighteenth century, and by using art for didactic purposes he seeks to contribute to the shaping of morally accomplished individuals. (shrink)

The study seeks to investigate the relationship between Theological Faculty of Debrecen Reformed College and the Protestant Theological Faculty at University of Vienna. The counter-movements against modern, or so-called liberal theology brought Eduard Böhl from Vienna and Ferenc Balogh into a shared theological camp. The former followed the German-Dutch confessionalist Pietist of Reformed faith the letter became the leading figure of New-Orthodoxy movement of Debrecen. Both professors were keen on educating and training students with a view to respect and love (...) the traditional doctrines, faith expressions of the church. Their endeavoured to put their students into significant jobs where influence could be exerted. This paper shows light on how Böhl sought to manage a former student, Sándor Venetianer’s carreer so as to continue the kind of theology that the famous professor of dogmatics also promoted. (shrink)

Die Serie "Meisterwerke der Literatur" beinhaltet die Klassiker der deutschen und weltweiten Literatur in einer einzigartigen Sammlung für Ihren eBook Reader. Lesen Sie die besten Werke großer Schriftsteller,Poeten, Autoren und Philosophen auf Ihrem Reader. Dieses Werk bietet zusätzlich * Eine Biografie/Bibliografie des Autors. Vorländer Werk gehört auch heute noch zu den Referenzbüchern. Inhalt: Karl Vorländer – Biografie und Bibliografie Geschichte der Philosophie Vorwort zur 1. Auflage. Aus dem Vorwort zur 2. Auflage. Vorwort zur 3. Auflage. Zur fünften Auflage. Einleitung. (...) 1. Philosophie. Ihr Name und Begriff. 2. Die Geschichte der Philosophie. Ihre Methode, Quellen und Hilfsmittel. Einteilung des Stoffes. 3. Verhältnis der orientalischen Völker zur Philosophie. 4. Selbständigkeit der griechischen Philosophie. Quellen und Hilfsmittel zu ihrer Geschichte. Die Philosophie des Altertums Erste Periode. Vorsokratische Philosophie. Kapitel I. Anfänge der Reflexion über den Kosmos. Kapitel II. Anfänge der Reflexion über das Denken vom Kosmos. Sein und Werden (die Eleaten und Heraklit). Kapitel III. Die jüngeren Naturphilosophen: Empedokles, Anaxagoras u. a. Kapitel IV. Zweite Periode. Sokrates und die Sophisten. Kapitel V. Die sophistische Aufklärung. Kapitel VI. Sokrates. Kapitel VII. Die sokratischen Schulen. Dritte Periode. Die klassische Philosophie der Griechen: Plato und Aristoteles. Kapitel VIII. Plato. Kapitel IX. Aristoteles. Vierte Periode. Die hellenistisch-römische Philosophie. A. Hellenistische Periode. Kapitel X. Die Stoiker. Kapitel XI. Die Epikureer. Kapitel XII. Die Skeptiker. B. Die Philosophie auf dem Boden des römischen Weltreichs. Kapitel XIII. Die Philosophie bei den Römern. Kapitel XIV. Vorläufer des Neuplatonismus. Kapitel XV. Die Neuplatoniker. Die Philosophie des Mittelalters. Erster Abschnitt. Die Philosophie der Kirchenväter (Patristik). Kapitel I. Ältere Patristik. Kapitel II. Jüngere Patristik Zweiter Abschnitt. Die Scholastik. Kapitel III. Die Anfänge der Scholastik. Kapitel IV. Die Glanzzeit der Scholastik. Kapitel V. Ausgang der Scholastik. Zunehmender Zwiespalt zwischen Glauben und Wissen. Blüte der deutschen Mystik. Die Philosophie der Neuzeit Übergangsperiode. Kapitel I. Die Philosophie der Renaissance. Kapitel II. Die Begründung der modernen Naturwissenschaft. Erste Periode. Die Zeit der grossen Systeme. Kapitel I. Descartes (1596-1650). Kapitel II. Thomas Hobbes (1588-1679). Kapitel III. Spinoza (1632-1677). Kapitel IV. Leibniz (1646-1716). Zweite Periode. Die Philosophie der Aufklärung. A. England und Schottland. Kapitel V. Locke (1632-1704). Kapitel VI. Weitere Entwicklung der Aufklärungsphilosophie in England. B. In Frankreich. Kapitel VII. Die französische Aufklärungsphilosophie von Bayle bis Rousseau. C. In Deutschland. Kapitel VIII. Die deutsche Aufklärungsphilosophie. Dritte Periode.Die Neubegründung der Philosophie durch Immanuel Kant Kapitel IX. Einleitung. Kapitel X. Kants Neubegründung der Wissenschaft. Kapitel XI. Die regulativen Prinzipien der Erfahrung oder die Ideen. Kapitel XII. Kants Neubegründung der Ethik. Kapitel XIII. Die Begründung der Ästhetik. Vierte Periode. Die Systeme der nachkantischen Philosophie von Fichte bis Schopenhauer. Kapitel XIV. Einleitung: Von Kant zu Fichte. Kapitel XV. Fichte. Kapitel XVI. Schelling. Kapitel XVII. Hegel. Kapitel XVIII. Kritische Nebenströmungen. Schleiermacher, Herbart, Beneke. Kapitel XIX. Schopenhauer. Fünfte Periode. Die Philosophie der Gegenwart. Kapitel XX. Der Positivismus. Kapitel XXI. Materialismus und Spiritualismus. Kapitel XXII. Die moderne Entwicklungsphilosophie: Darwin, Spencer. Kapitel XXIII. Idealistische Systembildungen auf naturwissenschaftlicher Grundlage. Kapitel XXIV. Die Erneuerung des Kritizismus. Kapitel XXV. Sozialismus und Individualismus. Kapitel XXVI. Sonstige philosophische Erscheinungen der Gegenwart. Zeittafel zur Geschichte der neueren Philosophie. Fußnoten. (shrink)

Named one of Church Times's Best Christian Books This volume provides a much-needed English translation of the sixth edition of what is considered the fundamental text for fully understanding Barthianism. Barth--who remains a powerful influence on European and American theology--argues that the modern Christian preacher and theologian face the same basic problems that confronted Paul. Assessing the whole Protestant argument in relation to modern attitudes and problems, he focuses on topics such as Biblical exegesis; the interrelationship between theology, the Church, (...) and religious experience; the relevance of the truth of the Bible to culture; and what preachers should preach. (shrink)

First Published in 1999. Routledge is an imprint of Taylor & Francis, an informa company.

From early work of N. Goodman to recent approaches by H. Field and D. Lewis, there have been attempts to combine 2nd order languages with calculi of individuals. This paper is a contribution, containing basic definitions and distinctions and some metatheorems, to the development of a general metatheory of such theories.

Two simply typed term systems $\sf {PR}_1$ and $\sf {PR}_2$ are considered, both for representing algorithms computing primitive recursive functions. $\sf {PR}_1$ is based on primitive recursion, $\sf {PR}_2$ on recursion on notation. A purely syntactical method of determining the computational complexity of algorithms in $\sf {PR}_i$ , called $\mu$ -measure, is employed to uniformly integrate traditional results in subrecursion theory with resource-free characterisations of sub-elementary complexity classes. Extending the Schwichtenberg and Müller characterisation of the Grzegorczyk classes ${\mathcal{E}}_n$ for $n\ge (...) 3$ , it is shown $\mathcal{E}_{n+1} = \mathcal{R}^n_1 $ for $ n\ge 1 $, where $ \mathcal{R}^n_i$ denotes the \emph{ $n$ th modified Heinermann class} based on $\mu$ . The proof does not refer to any machine-based computation model, unlike the Schwichtenberg and Müller proofs. This is due to the notion of modified recursion lying on top of each other provided by $\mu$ . By Ritchie's result, $\mathcal{R}^1_1$ characterises the linear-space computable functions. Using the same method, a short and straightforward proof is presented, showing that $\mathcal{R}^1_2$ characterises the polynomial time computable functions. Furthermore, the classes $\mathcal{R}^n_2$ and $\mathcal{R}^n_1$ coincide at and above level 2. (shrink)