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Michael Freund

Datos Biográficos

ID3974385
NOMBREMichael Freund
NOMBRESMichael
APELLIDOFreund
FIRMAFREUND M
AFILIACIONESUniversité d'Orléans
ORCID0000-0003-1701-0988
VERIFICADOSí
TOTAL DE OBRAS2
TOTAL DE CITAS0
TOTAL COMO AUTOR2
TOTAL COMO EDITOR0
PRIMER AÑO DE PUBLICACIÓN1929
AÑO MÁS RECIENTE DE PUBLICACIÓN2001
ÍNDICE H0
  • Full Meet Revision on Stratified Bases

    Open Access•Michael Freund•ARTICLE•Theoria•2001

    We show how to construct partial nontrivial base revision operators that satisfy the analogues of the AGM postulates and depends on no extra‐logical consideration. These operators, closely related to the full meet revision process, are defined on stratified bases, in which the information can be ranked in logical sequences. Stratified bases, which can be viewed as sets of graded sheaves, are exactly the knowledge bases for which the full meet rev…

  • Die Idee der Toleranz im England der Grossen Revolution

    Ernest W Nelson, Michael Freund•ARTICLE•The Philosophical Review•1929

Sin obras prominentes en esta página.

  • Die Idee der Toleranz im England der Grossen Revolution

    Ernest W Nelson, Michael Freund•ARTICLE•The Philosophical Review•1929

  • Full Meet Revision on Stratified Bases

    Open Access•Michael Freund•ARTICLE•Theoria•2001

    We show how to construct partial nontrivial base revision operators that satisfy the analogues of the AGM postulates and depends on no extra‐logical consideration. These operators, closely related to the full meet revision process, are defined on stratified bases, in which the information can be ranked in logical sequences. Stratified bases, which can be viewed as sets of graded sheaves, are exactly the knowledge bases for which the full meet rev…

Philosophy (2 obras) · Advanced Algebra and Logic (1 obras) · Algebra over a field (1 obras) · American Constitutional Law and Politics (1 obras) · Base (topology) (1 obras) · Computer Science (1 obras) · Construct (python library) (1 obras) · Epistemology (1 obras) · European Political History Analysis (1 obras) · Iterated function (1 obras)

Ethnos_APP • Proyecto Open Source • Licencia MIT • Frontend v2.0.0 • Privacidad y Cookies • Documentación de la API: api.ethnos.app/docs • Código de la API: GitHub • DOI: 10.5281/zenodo.17049435 • Código del Frontend: GitHub • DOI: 10.5281/zenodo.17050053 • cruz.rio.br • Expectantes Misericordiae