Informasi Lainnya
Abstraksi
This third volume of the book series shows R-calculus is a Gentzen-typed deduction system which is non-monotonic, and is a concrete belief revision operator which is proved to satisfy the AGM postulates and the DP postulates. In this book, R-calculus is taken as Tableau-based/sequent-based/multisequent-based to preserve the satisfiability of the Theory/sequent/multisequent to revise, or sequent-based, to preserve the satisfiability of the sequent to revise. The R-calculi for Post and three-valued logic is given.
This book offers a rich blend of theory and practice. It is suitable for students, researchers and practitioners in the field of logic.
- - Kalkulus III
- CII1H3 - KALKULUS LANJUT
- CPI1H3 - KALKULUS LANJUT
- ISI1A3 - KALKULUS
- CII1D3 - KALKULUS
- CII1D3 - KALKULUS
- CII1D3 - KALKULUS
- CPI1D3 - KALKULUS
- CII-1D3 - KALKULUS
- CII1D3 - KALKULUS
- ISI1A3 - Kalkulus
- CII1D3 - Kalkulus
- CDK1EAB3 - KALKULUS
- CAK1CAB3 - KALKULUS
- CCK1BAB3 - KALKULUS
- CAK1CAB3 - Kalkulus
- TUI1B3 - KALKULUS 1
- TUI1B3 - KALKULUS 1
- TUI1B3 - KALKULUS 1
- TUI1B3 - KALKULUS 1
- IEI1E4 - KALKULUS 1
- ILI1D4 - KALKULUS 1
- TUI1B3 - KALKULUS 1
- TUI1B3 - KALKULUS 1
- TUI1B3 - KALKULUS 1
- AZK1AAB3 - KALKULUS 1
- BAK1HAB4 - KALKULUS 1
- BCK1CAB4 - KALKULUS 1
- TUI1G3 - KALKULUS 2
- TUI1G3 - KALKULUS 2
- TUI1G3 - KALKULUS 2
- TUI1G3 - KALKULUS 2
- IEI1I4 - KALKULUS 2
- ILI1H4 - KALKULUS 2
- TUI1G3 - KALKULUS 2
- TUI1G3 - KALKULUS 2
- TUI1G3 - KALKULUS 2
- AZK1FAB3 - KALKULUS 2
- BAK1OAB4 - KALKULUS 2
- BCK1IAB4 - KALKULUS 2
- AZK1FAB3 - KALKULUS 2
- IEI2O3 - KALKULUS 3
- ILI2J3 - KALKULUS 3
- BAK2CAB3 - KALKULUS 3
- - Kalkulus I
- - Kalkulus II
- CAK1LAB3 - Kalkulus Lanjut
- CBK1CAB3 - Kalkulus
- CCK1BAB3 - Kalkulus
- AZK1FAB3 - Kalkulus 2
- AZK1FAB3 - Kalkulus 2
- AZK1FAB3 - Kalkulus 2
- CDK1EAB3 - Kalkulus
- CAK1CAB3 - Kalkulus
- CAK1CAB3 - Kalkulus
- CBK1CAB3 - Kalkulus
- AZK1AAB3 - Kalkulus 1
- AZK1FAB3 - Kalkulus 2
- AZK1AAB3 - Kalkulus 1
- AZK1FAB3 - Kalkulus 2
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