Karl Kuhlemann

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All published works

Action	Title	Year	Authors
+ PDF Chat	Leibniz's contested infinitesimals: Further depictions	2025	Mikhail G. Katz Karl Kuhlemann
+ PDF Chat	A Leibniz/NSA comparison	2024	Mikhail G. Katz Karl Kuhlemann David Sherry
+	Philosophie der Mathematik	2024	Thomas Bedürftig Roman Murawski Karl Kuhlemann
+ PDF Chat	Exploring Felix Klein's contested modernism	2024	Mikhail G. Katz Peter Heinig Karl Kuhlemann Jan Peter Schäfermeyer David L. Sherry
+	Nonstandard-Analysis	2023	Karl Kuhlemann
+ PDF Chat	Three case studies in current Leibniz scholarship	2022	Mikhail G. Katz Karl Kuhlemann David Sherry Monica Ugaglia
+	Unendlichkeitslupe und infinite Vergrößerung	2022	Karl Kuhlemann
+ PDF Chat	LEIBNIZ ON BODIES AND INFINITIES:<i>RERUM NATURA</i>AND MATHEMATICAL FICTIONS	2021	Mikhail G. Katz Karl Kuhlemann David Sherry Monica Ugaglia
+ PDF Chat	Two-Track Depictions of Leibniz’s Fictions	2021	Mikhail G. Katz Karl Kuhlemann David Sherry Monica Ugaglia Mark van Atten
+ PDF Chat	Procedures of Leibnizian infinitesimal calculus: an account in three modern frameworks	2021	Jacques Bair Piotr Błaszczyk R. Ely Mikhail G. Katz Karl Kuhlemann
+	Neue Blicke auf alte Infinitesimalien: Nichtstandard-Analysis und Leibniz' inassignable Größen	2021	Karl Kuhlemann
+	Grenzwerte oder infinitesimale Zahlen?	2020	Thomas Bedürftig Karl Kuhlemann
+	Aus der Geschichte	2020	Thomas Bedürftig Karl Kuhlemann
+	Methodische Abwege	2020	Thomas Bedürftig Karl Kuhlemann
+	Infinitesimale Zahlen	2020	Thomas Bedürftig Karl Kuhlemann
+	Der Untergang von Mathemagika	2015	Karl Kuhlemann

Common Coauthors

Coauthor	Papers Together
Mikhail G. Katz	7
Thomas Bedürftig	5
David Sherry	4
Monica Ugaglia	3
Jacques Bair	1
Peter Heinig	1
Jan Peter Schäfermeyer	1
Piotr Błaszczyk	1
Roman Murawski	1
R. Ely	1
David L. Sherry	1
Mark van Atten	1

Commonly Cited References

Action	Title	Year	Authors	# of times referenced
+	Leibniz’s syncategorematic infinitesimals	2013	Richard T. W. Arthur	4
+	Leibniz’s syncategorematic infinitesimals II: their existence, their use and their role in the justification of the differential calculus	2020	David Rabouin Richard T. W. Arthur	4
+ PDF Chat	Mathematical Conquerors, Unguru Polarity, and the Task of History	2020	Mikhail G. Katz	3
+ PDF Chat	Leibniz versus Ishiguro: Closing a Quarter Century of Syncategoremania	2016	Tiziana Bascelli Piotr Błaszczyk Vladimir Kanovei Karin U. Katz Mikhail G. Katz David Schaps David Sherry	3
+ PDF Chat	Interpreting the Infinitesimal Mathematics of Leibniz and Euler	2016	Jacques Bair Piotr Błaszczyk R. Ely Valérie Henry Vladimir Kanovei Karin U. Katz Mikhail G. Katz S. S. Kutateladze Thomas McGaffey Patrick Reeder	3
+	Galileo and Leibniz: Different Approaches to Infinity	1999	Eberhard Knobloch	3
+	Leibniz’s Rigorous Foundations of the Method of Indivisibles	2015	David Rabouin	3
+ PDF Chat	Fiction, possibility and impossibility: three kinds of mathematical fictions in Leibniz’s work	2021	Óscar M. Esquisabel Federico Raffo Quintana	3
+	The Infinite in Leibniz’s Mathematics — The Historiographical Method of Comprehension in Context	1994	Eberhard Knobloch	3
+ PDF Chat	Procedures of Leibnizian infinitesimal calculus: an account in three modern frameworks	2021	Jacques Bair Piotr Błaszczyk R. Ely Mikhail G. Katz Karl Kuhlemann	3
+ PDF Chat	Approaches To Analysis With Infinitesimals Following Robinson, Nelson, And Others	2017	Fletcher Hrbacek Kanovei Katz Lobry Sanders	2
+	The Rise of non-Archimedean Mathematics and the Roots of a Misconception I: The Emergence of non-Archimedean Systems of Magnitudes	2005	Philip Ehrlich	2
+ PDF Chat	Infinitesimals as an Issue of Neo-Kantian Philosophy of Science	2013	Thomas Mormann Mikhail G. Katz	2
+	The Labyrinth of the Continuum	2013	Richard T. W. Arthur	2
+ PDF Chat	Infinitesimals, Imaginaries, Ideals, and Fictions	2012	David Sherry Mikhail G. Katz	2
+ PDF Chat	Meaning in Classical Mathematics: is it at odds with Intuitionism?	2011	Karin U. Katz Mikhail G. Katz	2
+	Plato's ghost: the modernist transformation of mathematics	2009		2
+	The History of Continua: Philosophical and Mathematical Perspectives	2020	Stewart Shapiro Geoffrey Hellman	2
+ PDF Chat	Controversies in the Foundations of Analysis: Comments on Schubring’s Conflicts	2015	Piotr Błaszczyk Vladimir Kanovei Mikhail G. Katz David Sherry	2
+	Intuitionistic/Constructive Accounts of the Continuum Today	2020	John L. Bell	2
+ PDF Chat	Two-Track Depictions of Leibniz’s Fictions	2021	Mikhail G. Katz Karl Kuhlemann David Sherry Monica Ugaglia Mark van Atten	2
+ PDF Chat	Leibniz’s Infinitesimals: Their Fictionality, Their Modern Implementations, and Their Foes from Berkeley to Russell and Beyond	2012	Mikhail G. Katz David Sherry	2
+	Infinitesimal Differences	2008	Ursula Goldenbaum Douglas Jesseph	2
+ PDF Chat	19th-century real analysis, forward and backward	2020	Mikhail G. Katz Jacques Bair Piotr Błaszczyk Peter Heinig Vladimir Kanovei	2
+	Leibniz in Cantor’s Paradise: A Dialogue on the Actual Infinite	2019	Richard T. W. Arthur	2
+ PDF Chat	Continuity between Cauchy and Bolzano: issues of antecedents and priority	2020	Jacques Bair Piotr Błaszczyk Elías Fuentes Guillén Peter Heinig Vladimir Kanovei Mikhail G. Katz	2
+	Leibniz’s Actual Infinite in Relation to His Analysis of Matter	2015	Richard T. W. Arthur	2
+	Leibniz's Rigorous Foundation Of Infinitesimal Geometry By Means Of Riemannian Sums	2002	Eberhard Knobloch	2
+	Leibniz on Mathematics and the Actually Infinite Division of Matter	1998	Samuel Levey	2
+	Differentials, higher-order differentials and the derivative in the Leibnizian calculus	1974	H Bos	2
+	Transcendental Curves in the Leibnizian Calculus	2017	Viktor Blåsjö	2
+	Leibniz�s well-founded fictions and their interpetations	2018	Jacques Bair Piotr Błaszczyk R. Ely Peter Heinig Mikhail G. Katz	2
+	Leibniz on the Indefinite as Infinite	1998	O. Bradley Bassler	2
+	Analytic functions in a unit ball of bounded $\mathbf{L}$-index: asymptotic and local properties	2016	Jacques Bair Piotr Błaszczyk Peter Heinig Mikhail G. Katz J. Schafermeyer David L. Sherry	2
+	Leibniz’s Laws of Continuity and Homogeneity	2012	Mikhail G. Katz David Sherry	1
+ PDF Chat	Rings of real-valued continuous functions. I	1948	Edwin Hewitt	1
+	Fermat's methods of maxima and minima and of tangents. A reconstruction	1968	Per Str�mholm	1
+	The wake of Berkeley's analyst: Rigor mathematicae?	1987	David Sherry	1
+	Non-standard analysis	1966	Abraham Robinson	1
+	Models of Peano Arithmetic	1991	Richard Kaye	1
+	The Philosophical Views of Klein and Hilbert	1994	David E. Rowe	1
+	One of Berkeley’s arguments on compensating errors in the calculus	2010	Kirsti Andersen	1
+	The metaphysics of the calculus: A foundational debate in the Paris Academy of Sciences, 1700–1706	1989	Pietro Mancosu	1
+	A Primer of Infinitesimal Analysis	2008	John L. Bell	1
+ PDF Chat	Why Is There Philosophy of Mathematics At All?	2014	Ian Hacking	1
+	Mathematics Made in Germany: On the Background to Hilbert’s Paris Lecture	2013	David E. Rowe	1
+	Mathematics Ho! Which Modern Mathematics Was Modernist?	2009	I. Grattan‐Guinness	1
+ PDF Chat	Synthetic Differential Geometry	2006	Anders Kock	1
+	Quelques Remarques, Théorèmes Et Problèmes Sur Les Classes Définissables D'algèbres	1955	Jerzy Łoś	1
+	Plato's Ghost	2008	Jeremy Gray	1