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Visualization of Legal Theory. Logical Jurisprudence by Hajime Yoshino. 2007 11 25. Lachmayer @ chello.at. KEIO University, Tokyo. Hajime Yoshino’s L ogical Jurisprudence. Visualisation by Friedrich Lachmayer 3 rd July 2007. based on:.
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Visualization of Legal Theory Logical Jurisprudence by Hajime Yoshino 2007 11 25 Lachmayer @ chello.at
KEIO University, Tokyo Hajime Yoshino’sLogical Jurisprudence Visualisation by Friedrich Lachmayer 3rd July 2007
based on: The Structureof Legal System- in Terms of Logical Jurisprudence 2007/02/22 IRIS 2007, Salzburg, Austria by Hajime Yoshino Meiji Gakuin University
based on: Logical Structureof Change of Legal Relation and its Representation in Legal Knowledge Base System June 4 – 8, 2007, Stanford, California 11th International Conference on Artificial Intelligence and Law by Hajime Yoshino Meiji Gakuin University
Metalevel State, Law Jurisprudence Stage of Rights and Duties Scientific Audience
Pufendorf Natural Law Principles Deduction Law
Traditional Legal Concepts Customary Law International Law Constitution Legal Hierarchy indiv. Judgements Private Treaties Legal Awareness
Traditional Juridical Concepts Legal Philosophy Legal Dogmatics Legal Sociology
Kelsen Basic Norm Constitution Legal Hierarchy indiv. Judgements
Logic Yoshino Scientific Logical Sentences
Logic Kelsen Yoshino 1. Scientific Evolution Scientific Logical Sentences
Logic Yoshino Scientific Logical Sentences 2. new Technical Perspectives Computer Expert Systems
Introduction Logic Yoshino Scientific Logical Sentences Applications Computer Expert Systems Applications
LJ Logical Jurisprudence
whole Legal System Logical Jurisprudence try to analyze and explain
LJ Three Primitives
LJ LJ try to analyze and explain the whole legal system using minimum elements
three Primitives: IR Inference Rule Modus Ponens V Validity S Sentence
LJ LJ starts form three primitives: • (1) “sentence” • LJ consider that norm as a meaning does not exist. • LJ starts from sentences. • (2) “validity” of sentence • legal validity as legal truth • “is_valid(sentence1, goal1,time1)” • (3) “inference rule” • Modus Ponens: ((A ⇒B)&A) ⇒B
LJ Legal Sentences
LS – Legal Sentence LN – Legal Norm LJ starts not from Legal Norms but from Legal Sentences.
LJ Three Types of Legal Sentences
LRS Legal Rule Sentence describes Legal Rules
LRS Legal Rule-Sentence LR Legal Rule
LFS Legal Fact Sentence describes Legal Facts
LFS Legal Fact Sentence LF Legal Fact
LOS Legal Object Sentence describes Legal Objects, especially Obligations
LOS Legal Object Sentence Legal Role LO Legal Object Obligation Legal Role
LMS Legal Meta Sentence describes about the validity of legal sentences
LMS Legal Meta Sentence describes validity LS Legal Sentence
ELS Elementary Legal Sentence • is the smallest unit of legal sentences. • “One must drive a car under 100 km /hour on a highway”
ELS smallest unit of Legal Sentences
LS LS LS Structure of Connection of Legal Sentences (1) “And” Structure of the Connection (2) Connection in Complex Sentence (3) Connection of LOS with LMS (4) Connection of LMS with LMS
Structure of Connection of LS: (1) LS LS LS “And” structure of the connection of LS
LS LS AND a group of LS which has an unique name
Structure of Connection of LS: (2) LS LS LS Connection in Complex Sentence
CLS Complex Legal Sentence includes Legal Sentences
CLS LS LS LS a group of LS which has an unique name
Structure of Connection of LS: (3) LS LS LS Connection of LOS with LMS
LMS Legal Meta Sentence validity LS Legal Sentence
LJ LS LS LS Legal Inference
Legal Rules Legal Facts
Legal Rules LRS represented by LFS Legal Facts
IR Inference Rule Modus Ponens proofed validity Legal Rules LRS LOS represented by LFS Legal Facts
IR Inference Rule Modus Ponens proofed validity Legal Rules LRS LOS represented by LFS Legal Facts Legal Object Legal State of Affair
Logic IR Inference Rule Modus Ponens proofed validity Legal Rules LRS LOS represented by LFS Legal Facts Computer Expert Systems Legal Object Legal State of Affair
LJ Time-Structure of Legal Objects
event1 T event2 Legal meta sentence time events Legal Object sentence The existence of obligation and the validity of legal object sentence No legal object sentence Is valid t0 There is no obligation “X is obligatory” becomes valid Obligation X turns up t1 X is obli- gatory “X is ob- ligatory” is valid “X is obligatory” is valid Obligation X exists “X id obligatory” is terminated Obligation X is expired t2 No Legal object sentence is valid t3 There is no obligation
For example: “‘It is obligatory for Anzai that Anzai deliver the goods to Bernard’ is valid at time 15.04.” is formalized as follow: S1: is_obligatory(‘Anzai’,deliver(‘Anzai’,’Bernard’,goods)). S2: is_valid(s1,t04_15). It is to be noted here that the object sentence is formalized as an entity which has it unique name. Anzai’s obligation to deliver the goods to Bernard turns up at time 04_09 ” means “It is obligatory for Anzai that Anzai deliver the goods to Bernard’ becomes valid,” which is formalized: S2: become_valid(s1,t04_09). Anzai’s obligation to deliver the goods to Bernard is expired at time 05_01 means “It is obligatory for Anzai that Anzai deliver the goods to Bernard’ is terminated at t05_01,” which is formalized: S2: is_terminated(s1,t05_01). Formalization of connection of LOS with LMS
event1 T event2 LMS s2, s3, s4 LMS s2, s3, s4 time events LOS s1 Formalization of a change of legal relation No legal object sentence Is valid t0 There is no obligation “X is obligatory” becomes valid Obligation X turns up t1 X is obli- gatory “X is ob- ligatory” is valid “X is obligatory” is valid Obligation X exists “X is obligatory” is terminated Obligation X is expired t2 No Legal object sentence is valid t3 There is no obligation