26 found
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  1.  92
    Formal Reconstructions of St. Anselm’s Ontological Argument.Esther Ramharter & Günther Eder - 2015 - Synthese 192 (9):2795-2825.
    In this paper, we discuss formal reconstructions of Anselm’s ontological argument. We first present a number of requirements that any successful reconstruction should meet. We then offer a detailed preparatory study of the basic concepts involved in Anselm’s argument. Next, we present our own reconstructions—one in modal logic and one in classical logic—and compare them with each other and with existing reconstructions from the reviewed literature. Finally, we try to show why and how one can gain a better understanding of (...)
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  2.  4
    Die Härte des Logischen Muss: Wittgensteins Bemerkungen Über Die Grundlagen der Mathematik.Esther Ramharter - 2006 - Parerga.
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  3.  38
    Philosophical Counseling and Contradictions. But You Can’T Allow a Contradiction to Stand! Why Not?Donata Romizi & Esther Ramharter - 2015 - In L. Amir & A. Fatic (eds.), Practicing Philosophy. Newcastle upon Tyne, Vereinigtes Königreich: Cambridge Scholars Publishing.
    In this paper, we deal with the issue of contradictory beliefs, particularly with regard to Philosophical Counseling: both voices from the philosophical tradition (with no claim of being exhaustive!) and concepts developed by philosophical practitioners will be considered, in order to make clear what a wide range of resources for dealing with contradictions is available to the philosopher who may wish to engage in Philosophical Counseling. Among the philosophical practitioners, we devote special consideration to Ben Mijuskovic and Gerd Achenbach, and (...)
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  4.  17
    Die Philosophische Praxis – analytisch oder kontinental? Anregungen von Wittgenstein.Donata Romizi & Esther Ramharter - 2014 - In H. Wiltsche S. Rinofner-Kreidl (ed.), Analytische und Kontinentale Philosophie: Perspektiven und Methoden, Beiträge des 37. Internationalen Wittgenstein Symposiums. 2880 Kirchberg am Wechsel, Österreich:
    Unter Philosophischer Praxis versteht man professionell betriebene philosophische Lebensberatung. In diesem Artikel werden eine kontinentale Konzeption von Philosophischer Praxis und eine analytische – anhand von Aufsätzen von Gerd Achenbach und Ben Mijuskovic – gegenübergestellt und mit einigen Bemerkungen Wittgensteins in Beziehung gesetzt. Es zeigt sich, dass diese Bemerkungen als Korrektiv sowohl der kontinentalen als auch der analytischen Auffassung gelesen werden können.
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  5. Making Sense of Questions in Logic and Mathematics: Mill Vs. Carnap.Esther Ramharter - 2006 - Prolegomena 5 (2):209-218.
    Whether mathematical truths are syntactical (as Rudolf Carnap claimed) or empirical (as Mill actually never claimed, though Carnap claimed that he did) might seem merely an academic topic. However, it becomes a practical concern as soon as we consider the role of questions. For if we inquire as to the truth of a mathematical statement, this question must be (in a certain respect) meaningless for Carnap, as its truth or falsity is certain in advance due to its purely syntactical (or (...)
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  6.  57
    Christine Redecker. Wittgensteins Philosophie der Mathematik: Eine Neubewertung Im Ausgang von der Kritik an Cantors Beweis der Überabzählbarkeit der Reellen Zahlen. [Wittgenstein's Philosophy of Mathematics: A Reassessment Starting From the Critique of Cantor's Proof of the Uncountability of the Real Numbers]: Critical Studies/Book Reviews.Esther Ramharter - 2009 - Philosophia Mathematica 17 (3):382-392.
  7.  35
    Peirce's Search for a Graphical Modal Logic (Propositional Part).Esther Ramharter & Christian Gottschall - 2011 - History and Philosophy of Logic 32 (2):153 - 176.
    This paper deals with modality in Peirce's existential graphs, as expressed in his gamma and tinctured systems. We aim at showing that there were two philosophically motivated decisions of Peirce's that, in the end, hindered him from producing a modern, conclusive system of modal logic. Finally, we propose emendations and modifications to Peirce's modal graphical tinctured systems and to their underlying ideas that will produce modern modal systems.
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  8. Über Das Verhältnis von Epagoge, Paradeigma Und Galle Bei Aristoteles.Esther Ramharter - 2008 - Archiv für Begriffsgeschichte 50:29-40.
    This paper pursues two objects which are partially interfering: to study the relation between the different definitions of both παϱάδειγμα and ἐπαγωγή given by Aristotle in Topics, Rhetorics, and Analytica Priora, to clarify the relation between the definition of ἐπαγωγή and the example Aristotle offers in Analytica Priora. Both the corresponding definitions in relation to each other and the definition in relation to the example show some incompatibilities. The problems concerning the definitions may be solved by understanding them as adapted (...)
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  9. Der Status mathematischer und religiöser Sätze bei Wittgenstein.Esther Ramharter - 2019 - In Gabriele M. Mras, Paul Weingartner & Bernhard Ritter (eds.), Philosophy of Logic and Mathematics: Proceedings of the 41st International Ludwig Wittgenstein Symposium. De Gruyter. pp. 485-498.
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  10. Formeln: Zur Bedeutung der Mathematischen Formeln Für Die Philosophie.Esther Ramharter - 2016 - Archiv für Begriffsgeschichte 58:67-86.
    In this paper the history of formulas and their role in philosophy is discussed. The historical analysis of the first and second part considers both the phaenomena and the terminology. The first part tries to define or rather classify formulas, the second to identify first occurrences of formulas in different contexts. The third part studies some examples of the use of ›formulas‹ and formulas – in the work of Descartes, Kant, Frege, Adorno, and Lacan.
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  11.  1
    Linienwissen Und Liniendenken.Esther Ramharter & Sabine Mainberger (eds.) - 2017 - De Gruyter.
    Online, offline, Linienflug, rote Linie, Richtlinie, Horizont – in unserer Sprache und unserem Alltag sind Linien omnipräsent. Auch in Künsten, Philosophie und Wissenschaften spielen sie eine zentrale Rolle. Sie sind grundlegend wie Bild, Schrift oder Zahl. Aus der Selbstverständlichkeit, mit der sie unsere Orientierung steuern, unser Denken ordnen und unserer visuellen Erfahrung Gestalt geben, hebt der Band einen komplexen Zusammenhang heraus: Er führt in Texte aus verschiedenen historischen Zusammenhängen ein, in denen Begriff und Phänomen der Linie ausdrücklich und exemplarisch zum (...)
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  12. Making Sense of Questions in Logic and Mathematics: Mill Vs. Carnap: Razumijevanje Pitanj' U Logici I Matematici: Mill Vs. Carnap.Esther Ramharter - 2006 - Prolegomena 5 (2):209-218.
    Whether mathematical truths are syntactical or empirical might seem merely an academic topic. However, it becomes a practical concern as soon as we consider the role of questions. For if we inquire as to the truth of a mathematical statement, this question must be meaningless for Carnap, as its truth or falsity is certain in advance due to its purely syntactical nature. In contrast, for Mill such a question is as valid as any other. These differing views have their consequences (...)
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  13. Sprachspiele des Glaubens: Eine Studie Zur Kontemplativen Religionsphilosophie von Dewi Z. Phillips MIT Ständiger Rücksicht Auf Ludwig Wittgenstein, by Hartmut Von Sass. [REVIEW]Esther Ramharter - 2011 - Ars Disputandi 11.
     
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  14. The Vienna Circle Institute Yearbook 25.Esther Ramharter (ed.) - 2022
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  15.  12
    Wittgenstein on Formulae.Esther Ramharter - 2014 - Grazer Philosophische Studien 89 (1):79-91.
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  16.  18
    Wittgenstein über vollständige Induktion.Esther Ramharter - 2014 - Wittgenstein-Studien 5 (1).
    Name der Zeitschrift: Wittgenstein-Studien Jahrgang: 5 Heft: 1 Seiten: 179-204.
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  17.  5
    Vorwort.Esther Ramharter & Sabine Mainberger - 2017 - In Esther Ramharter & Sabine Mainberger (eds.), Linienwissen Und Liniendenken. De Gruyter.
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  18.  2
    Buridan’s Secular Demarcation of Logic.Michael Toppel & Esther Ramharter - 2020 - Philosophia 49 (3):1267-1288.
    In his Tractatus de Consequentiis, the 14th century logician John Buridan states a theorem, which reads like a refutation of Aristotelian Syllogistics. Syllogistics in its usual form, indeed, faces problems when propositions about the divine persons are involved, and, in some cases, when past- or future-tense propositions occur. Buridan offers different ways of overcoming some of these obstacles. The first aim of this paper is to analyse these ways, the second aim is to draw some conclusions concerning Buridan’s understanding of (...)
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  19.  4
    0.Esther Ramharter & Sabine Mainberger - 2017 - In Esther Ramharter & Sabine Mainberger (eds.), Linienwissen Und Liniendenken. De Gruyter. pp. 1-18.
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  20.  3
    Namenregister.Esther Ramharter & Sabine Mainberger - 2017 - In Esther Ramharter & Sabine Mainberger (eds.), Linienwissen Und Liniendenken. De Gruyter. pp. 467-469.
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  21.  2
    Abkürzungsverzeichnis.Esther Ramharter & Sabine Mainberger - 2017 - In Esther Ramharter & Sabine Mainberger (eds.), Linienwissen Und Liniendenken. De Gruyter.
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  22.  2
    Frontmatter.Esther Ramharter & Sabine Mainberger - 2017 - In Esther Ramharter & Sabine Mainberger (eds.), Linienwissen Und Liniendenken. De Gruyter.
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  23.  2
    Literaturverzeichnis.Esther Ramharter & Sabine Mainberger - 2017 - In Esther Ramharter & Sabine Mainberger (eds.), Linienwissen Und Liniendenken. De Gruyter. pp. 425-466.
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  24.  2
    Sachregister.Esther Ramharter & Sabine Mainberger - 2017 - In Esther Ramharter & Sabine Mainberger (eds.), Linienwissen Und Liniendenken. De Gruyter. pp. 470-474.
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  25.  2
    Razumijevanje pitanjâ u logici i matematici: Mill vs. Carnap.Esther Ramharter - 2006 - Prolegomena 5 (2):209-218.
    Whether mathematical truths are syntactical or empirical might seem merely an academic topic. However, it becomes a practical concern as soon as we consider the role of questions. For if we inquire as to the truth of a mathematical statement, this question must be meaningless for Carnap, as its truth or falsity is certain in advance due to its purely syntactical nature. In contrast, for Mill such a question is as valid as any other. These differing views have their consequences (...)
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  26.  1
    2. Mathematik.Esther Ramharter - 2017 - In Esther Ramharter & Sabine Mainberger (eds.), Linienwissen Und Liniendenken. De Gruyter. pp. 79-140.
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