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Legal Terms as a
Modally Indifferent Substrate
Vytautas ČYRAS

Friedrich LACHMAYER

Vilnius University
Faculty of Mathematics and Informatics
Vilnius, Lithuania
Vytautas.Cyras@mif.vu.lt

University of Innsbruck
Faculty of Law
Innsbruck, Austria
Friedrich.Lachmayer@uibk.ac.at

Law and Logic, Munich, 25 August 2012
1.
The Granularity Problem

2
What the smallest entity is?
Physics

• Democritus: “the atom”
• Contemporary physics:
– “mesons”
– “bosons”
– etc.
3
Granularity in a legal system
Legal System

• Hans Kelsen: “the norm”
• Hajime Yoshino: “the legal sentence”
• ?
4
A model is the problem
• Physics:
– The atom model:
• Subparticles (electrons + protons + neutrons)
• e.g. hydrogen, oxygen and other elements

– The molecule model:
• e.g. H20, Na2O, H2SO4

– Etc.

• Legal system:
–?

• Different models because of different tasks
5
Legal System

Legal Norm

6
A model of a legal system
Legal System
Legal Norm

• Legal_system = {Norm1, Norm2, Norm3,…}
• No hierarchical structures
• Not productive approach to
– distinguish different models of legal systems

• One concept – “the norm” – serves to concern
– Is and Ought
– Causality and imputation
7
Legal System

Legal Norm

MIS

MIS – modally indifferent substrate
8
Ought-Modus

MIS

9
Ought-Modus
A

O(A)

MIS

10
Ought-Modus

C

A

O(A-B-C)

B

MIS

11
2.
Deontic Logic

12
Deontic Logic
o(a)
O
P

o(a) o(a) o(a)
P

P
V

L

L

Obligation
Permission
Vetum
Liberty

Ought-Modus

C

A

O(A-B-C)

B

MIS

13
Deontic Logic
o(a)
O
P

Legal Ontologies

o(a) o(a) o(a)
P

P
V

L

L

Ought-Modus

c

A

O(A-B-C)

B

MIS

14
o(a)
O
P

o(a) o(a) o(a)
P

P
V

L

L

15
Different tasks – different ontologies
• Different tasks [Valente 1995]
– Domains of legal information systems
– Branches of law
• The private law, the criminal law, etc.

– Functions of law
• Legislative, executive, judicial

• Different granularity “atoms”
– a law, article, sentence, phrase, word

• Different namespaces
16
Conclusions
• The subject matter of our analysis:
– the modes of obligation
– the elements of MIS

17
Thank you

Vytautas.Cyras@mif.vu.lt
Vytautas.Cyras@mif.vu.lt

Friedrich.Lachmayer@uibk.ac.at

18

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Recht und Logik 2012. Legal Terms as a Modally Indifferent Substrate. File 20120825-RechtUndLogik-LegalTermsAsModallyIndiffSubstrate-slides.