Abstract
This paper focuses on the role of presumptions and conjectures in Leibniz’s legal theory. Both presumptions and conjectures are closely connected to the question of the burden of proof for presumptions lead to a shift of the burden. Thus, these notions play an essential role in the practice of litigation: the odds to win a given case are stacked against the party that has to bear the burden of proof. The paper analyses three different texts which bear upon the topic and stem from different phases of Leibniz’s production: the Elementa Juris Naturalis (1671), the De legum interpretatione, rationibus, applicatione, systemate (1678/1679), and the Nouveaux Essais sur l’entendement humain (1704, published posthumously in 1765). The aim of the paper is to elucidate how Leibniz developed a subtle theory of legal presumptions and conjectures. Moreover, the paper attempts a first formal reconstruction of this theory.
Keywords
- Legal presumptions
- Legal conjectures
- Law and logic
- Leibniz
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- 1.
- 2.
For a German translation of parts of the EJN, see [8], pp. 89 sqq].
- 3.
The roots of this plan probably go back to Leibniz’s teacher Erhard Weigel (1625–1699), who was a professor at the University of Jena and wanted to apply the Euclidean method to all branches of knowledge. For more information, see [22, pp. 38 sqq].
- 4.
- 5.
Recently, Blank [5] wrote about presumptions in the EJN from a philosophical point of view, stressing the difference between ontological and logical requirements. About presumptions in general, see [7, p. 426] and [1, p. 202]. For a first introduction to the juridical role of presumptions referring to DLI, see [9, pp. xxxiv–xxxvi].
- 6.
Leibniz later deleted the heading. For a German translation, see [8, pp. 264 sqq].
- 7.
Busche [8, pp. 265 sqq] translates “praesumitur” as “im Voraus annehmen”. Praesumere is a well defined legal terminus technicus and means “vermuten” in German.
- 8.
Leibniz later deleted this headline.
- 9.
- 10.
For more information about Leibniz’s concept of compossibility, see [28, p. 962] and especially Wilson’s [34, p. 1]. Her new ideas considers [24, pp. 105–6]. For a logical analysis of Leibniz’s compossibility (especially GP 3, 573), see Lenzen ([15, pp. 327–8] and [14, pp. 185 sqq]). Lenzen draws our attention especially to the connection of the concepts of “compossibility” and “possible world” and thinks that compossibility is not transitive. The transitivity of Leibniz’s compossibility is defended by [21, 27, p. 77] and [23, p. 55].
- 11.
[8] translates “item” as “Das bedeutet:”. This is also misleading.
- 12.
Thus, “Pr” is a kind of propositional operator that produces propositions out of propositions. Leibniz did not develop an explicit semantics for them, nor is this developed in the present paper. Leibniz deals with this notion on the one hand syntactically and on the other hand he deploys some intuititive semantics. Similar applies for “Fac”. In relation to “J” and “I”, one could treat “Fac” as an operator as well, even though it looks more natural to formulate it as a kind of predicate defined on actions. One way to formulate such kind of predicates is to make use of a more expressive language containing an infinite number of type of objects, such as in Martin-Löf’s Type Theory (see [20]). In such a setting we could formulate the following formation-rule for “J”: J(x): proposition (x: Action) – in words: J(x) becomes a proposition provided x is substituted by a token of the type action – or alternatively by an element of the set of actions. For the general purposes of the present paper, the full development of such an underlying type-theoretical approach is not necessary. However, the reader might assume some formal typing system underlying the use of J while qualifying actions.
- 13.
“Imò” as item again does not mean “thus”.
- 14.
Translation according to [1, p. 204].
- 15.
Blank [5, p. 215] thinks that the “presumption of justice” is a special case of the “presumption of possibility”. He refers to [1, pp. 206 sqq]. Leibniz does not make use of the concept “presumption of possibility” in the EJN. He only makes use of the concepts “easier” and “more possible” to justify the presumption that an action is just.
- 16.
Recall the afore remark on the operators Pr and Fac.
- 17.
As already mentioned: “Omne ergo praesumendum est facilius, non contra”.
- 18.
[5, p. 216] gives an example.
- 19.
For the Latin text, see [13, A VI 2, pp. 567 ll. 23 sqq].
- 20.
Imò as item again does not mean: thus.
- 21.
The full stop seems to be an error. “Justum” refers to “omitti”.
- 22.
O(α) means “α is obligatory“, P(α) means “α is permitted” (Lenzen uses E “erlaubt” instead of P “permitted”) and V(α) means “α is prohibited”.
- 23.
The negative formula ¬a expresses the omission of an action.
- 24.
We add a negation to both parts of the biconditional: ¬¬O(α) ↔ ¬E(¬α). According to classical logic ¬¬O(α) is equivalent to O(α).
- 25.
I have to mention that I got aware of this excellent text of Leibniz thanks to Marcelo Dascal. We studied his translation of DLI (see [9, pp. 79 sqq]) together in Konstanz, especially the passages about presumptions and conjectures. My analysis of this text is influenced by his ideas and his translation. For the complete Latin text of DLI, see [13, A VI 4 C, pp. 2782–2791].
- 26.
Dascal’s translation omits necessario [9, p. 86]
- 27.
Dascal adds surely.
- 28.
Dascal: “the negative one” [9, p. 87].
- 29.
Addition of Dascal.
- 30.
Dascal: “someone else”.
- 31.
Dascal: “are … reasonings”.
- 32.
Of course, it is not at all easy to define impedimentum.
- 33.
We find the same in a Latin letter of Leibniz to Werlhof, Prof. of Law in Helmstedt, written on 17 July 1696 [13, A I 12, pp. 740 sqq] translated in [9, p. 350]: “Every presumption of what is false (which is ordinarily called a legal and de jure [presumption] and usually believed not to admit contrary proof) is a fiction. I do not admit fictions in natural law”.
- 34.
According to Leibniz, this rule can be found already in the Corpus Iuris Civilis (D. 50,17,1,9): “Semper in obscuris quod minimum est, sequimur”.
- 35.
We only consider fewer requisites, not smaller ones.
References
R.M. Adams, Leibniz: Determinist, Idealist, Theist (Oxford University Press, New York, 1994)
R.M. Antognazza, Leibniz. An Intellectual Biography (Cambridge University Press, Cambridge, 2009)
M. Armgardt, Das rechtslogische System der Doctrina Conditionum von G. W. Leibniz (Elwert, Marburg, 2001)
A. Artosi, B. Pieri, G. Sartor, Leibniz: Logico-Philosophical Puzzles in the Law (Springer, Dordrecht, 2013)
A. Blank, Leibniz and the presumption of justice. Stud. Leibnitiana 38, 209–218 (2006)
P. Boucher, Leibniz: What Kinds of Legal Rationalism? in Leibniz: What Kind of Rationalist? ed. by M. Dascal (Springer, Dordrecht, 2008), pp. 231–249
H. Burckhardt, Logik und Semiotik in der Philosophie von Leibniz (Philosophia Verlag, Munich, 1980)
H. Busche, Gottfried Wilhelm Leibniz. Frühe Schriften zum Naturrecht (Meiner, Hamburg, 2003)
M. Dascal, G.W. Leibniz: The Art of Controversies (Springer, Dordrecht, 2008)
C. Johns, The grounds of right and obligation in Leibniz and Hobbes. Rev. Metaphys. 62, 551–574 (2009)
G. Kalinowski, J.L. Gardies, Un logicien déontique avant la letter: Gottfried Wilhelm Leibniz. Archiv für Rechts- und Sozialphilosophie 60, 79–112 (1974)
G.W. Leibniz, in Die Philosophische Schriften (Bd. 7), ed. by C.I. Gerhardt (Weidmann, Berlin, 1874–1890)
G.W. Leibniz, in Sämtliche Schriften und Briefe, ed. by the Deutsche Akademie der Wissenschaften zu Berlin (Berlin, 1950 sqq). Cited by Series (Reihe) and Volume (Band)
W. Lenzen, Das System der Leibniz’schen Logik (De Gruyter, Berlin, 1990)
W. Lenzen, Calculus Universalis. Studien zur Logik von G. W. Leibniz (Mentis, Paderborn, 2004)
W. Lenzen, Leibniz on Alethic and Deontic Modal Logic, in Leibniz et les Puissances du Langage, ed. by D. Berlioz, F. Nef (Vrin, Paris, 2005), pp. 341–362
K. Luig, Leibniz’s Concept of Jus Naturale and Lex Naturalis – Defined ‘with Geometric Certainty’, in Natural Law and Laws of Nature in Early Modern Europe: Jurisprudence, Theology, Moral and Natural Philosophy, ed. by L. Daston, M. Stolleis (Ashgate, Farnham, 2008), pp. 183–198
S. Magnier, Approche dialogique de la dynamique épistémique et de la condition juridique (College Publications, London, 2013)
S. Magnier, S. Rahman, Leibniz’s Notion of Conditional Right and the Dynamics of Public Announcement, in Limits of Knowledge Society, ed. by D.G. Simbotin, O. Gherasim (Iasi-University-Publications, Iasi, 2012), pp. 87–103
P. Martin-Löf, Intuitionistic Type Theory. Notes by Giovanni Sambin of a Series of Lectures Given in Padua, June 1980 (Bibliopolis, Naples, 1984)
B. Mates, The Philosophy of Leibniz (Oxford University Press, Oxford, 1968)
C. Mercer, Leibniz’s Metaphysics: Its Origins and Development (Cambridge University Press, Cambridge, 2001)
F. Mondadori, Leibniz and the doctrine of inter-world-identity. Stud. Leibnitiana 7, 21–57 (1975)
O. Nachtomy, Possibility, Agency and Individuality in Leibniz’s Metaphysics (Springer, Dordrecht, 2007)
H. Poser, Zur Theorie der Modalbegriffe bei G. W. Leibniz (Franz Steiner, Wiesbaden, 1969)
H. Prakken, G. Sartor, Presumptions and Burdens of Proof, in Proceedings of the Nineteenth Annual Conference on Legal Knowledge and Information Systems (JURIX), ed. by T. Van Engers (IOS, Amsterdam, 2006), pp. 176–185
N. Rescher, The Philosophy of Leibniz (Englewood Cliffs, New Jersey, 1967)
D. Rutherford, J. Messina, Leibniz on compossibility. Philos. Compass 4(6), 962–977 (2009)
H. Schepers, Zum Problem der Kontingenz bei Leibniz. Die beste der möglichen Welten, in Collegium philosophicum, Studien, Joachim Ritter zum 60. Geburtstag, ed. E.-W. Böckenförde et al. (Schwabe, Basel, 1965), pp. 326–350
O.R. Scholz, Verbindungen zwischen allgemeiner Hermeneutik und Methodenlehre des Rechts im 17./18. Jh, in Entwicklung der Methodenlehre in Rechtswissenschaft und Philosophie vom 16. bis zum 18. Jahrhundert. Beiträge zu einem interdisziplinären Symposion in Tübingen, 18.-20. April 1996, ed. by J. Schröder (Steiner, Stuttgart, 1998), pp. 8–100
A. Thiercelin, On Two Argumentative Uses of the Notion of Uncertainty in Law in Leibniz’s Juridical Dissertation About Conditions, in Leibniz: What Kind of Rationalist? ed. by M. Dascal (Springer, Dordrecht, 2008), pp. 267–278
A. Thiercelin, Epistemic and Practical Aspects of Conditionals in Leibniz’s Legal Theory of Conditions, in Approaches to Legal Rationality, ed. by D.M. Gabbay, P. Canivez, S. Rahman, A. Thiercelin (Springer, Dordrecht, 2011), pp. 203–215
E. Vargas, Contingent Propositions and Leibniz’s Analysis of Juridical Dispositions, in Leibniz: What Kind of Rationalist? ed. by M. Dascal (Springer, Dordrecht, 2008), pp. 267–278
C. Wilson, Plenitude and compossibility. Leibniz Rev. 10, 1–20 (2000)
Acknowledgments
I want to thank Marcelo Dascal, who draw my attention to this aspect of the legal theory of Leibniz and Shahid Rahman, who made important comments on the draft of this paper.
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Armgardt, M. (2015). Presumptions and Conjectures in Leibniz’s Legal Theory. In: Armgardt, M., Canivez, P., Chassagnard-Pinet, S. (eds) Past and Present Interactions in Legal Reasoning and Logic. Logic, Argumentation & Reasoning, vol 7. Springer, Cham. https://doi.org/10.1007/978-3-319-16021-4_4
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