Thesis Proposal: A Logical Foundation for Session-based
... used to give a logically motivated account of parallel evaluation strategies on λ-terms through canonical embeddings of intuitionistic logic in linear logic. One remarkable result is that the resulting embeddings induce a form of sharing (as in futures, relaxing the sequentiality constraints of call ...
... used to give a logically motivated account of parallel evaluation strategies on λ-terms through canonical embeddings of intuitionistic logic in linear logic. One remarkable result is that the resulting embeddings induce a form of sharing (as in futures, relaxing the sequentiality constraints of call ...
1992-Ideal Introspective Belief
... This is a simple translation of DL into a minimal AE logic. It is the same as the translation in [5] (except for the use of a A Q instead of a), but there it was necessary to limit the extensions of the AE logic to strongly grounded ones, a syntactic method based on the form of the premises. No such ...
... This is a simple translation of DL into a minimal AE logic. It is the same as the translation in [5] (except for the use of a A Q instead of a), but there it was necessary to limit the extensions of the AE logic to strongly grounded ones, a syntactic method based on the form of the premises. No such ...
ppt - FSU Computer Science
... Useful features are found in functional languages that are often missing in procedural languages or have been adopted by modern programming languages: • First-class function values: the ability of functions to return newly constructed functions. • Higher-order functions: functions that take other fu ...
... Useful features are found in functional languages that are often missing in procedural languages or have been adopted by modern programming languages: • First-class function values: the ability of functions to return newly constructed functions. • Higher-order functions: functions that take other fu ...
A Dynamic and Differential CMOS Logic Style to Resist Power and
... Static Complementary CMOS Logic (SC-CMOS), which is the default logic style in standard cell libraries used for security IC's, primarily consumes its energy from the power supply when the output sees a ‘0’ to ‘1’ transition. During the ‘1’ to ‘0’ transition, the energy previously stored in the outpu ...
... Static Complementary CMOS Logic (SC-CMOS), which is the default logic style in standard cell libraries used for security IC's, primarily consumes its energy from the power supply when the output sees a ‘0’ to ‘1’ transition. During the ‘1’ to ‘0’ transition, the energy previously stored in the outpu ...
Judgment and consequence relations
... Our standard case is that L is the language of monomodal logic. A (modal) logic is a subset L of L that contains all theorems of PC, the formula p p0 Ñ p1 q Ñ pp0 Ñ p1 q, and is closed under substitution, and Modus Ponens (MP). L is normal if it is also closed under necessitation, that is, if fro ...
... Our standard case is that L is the language of monomodal logic. A (modal) logic is a subset L of L that contains all theorems of PC, the formula p p0 Ñ p1 q Ñ pp0 Ñ p1 q, and is closed under substitution, and Modus Ponens (MP). L is normal if it is also closed under necessitation, that is, if fro ...
Dynamic logic of propositional assignments
... the computational complexity of model checking with DL-PA is EXPTIME-complete. In contrast, the complexity of model checking a transition system with PDL is PTIME-complete. As we shall show, the complexity of DL-PA satisfiability checking remains EXPTIME-complete, which is also the complexity of PDL ...
... the computational complexity of model checking with DL-PA is EXPTIME-complete. In contrast, the complexity of model checking a transition system with PDL is PTIME-complete. As we shall show, the complexity of DL-PA satisfiability checking remains EXPTIME-complete, which is also the complexity of PDL ...
A Mathematical Introduction to Modal Logic
... research areas show that modal logic is a promising field with many interdisciplinary research opportunities (see my webpage with many small notes discussing variety of modal logics). These lecture notes were prepared for the Turkish Mathematical Society 2009 Summer School. The intended purpose is t ...
... research areas show that modal logic is a promising field with many interdisciplinary research opportunities (see my webpage with many small notes discussing variety of modal logics). These lecture notes were prepared for the Turkish Mathematical Society 2009 Summer School. The intended purpose is t ...
Supplemental Reading 1
... If we want to indicate the new variables we use in the recursive induction rule we write the rule adding this information: ...
... If we want to indicate the new variables we use in the recursive induction rule we write the rule adding this information: ...
Arquitectura de una FPGAs de Xilinx
... – Local routing provides feedback between slices in the same CLB, and it provides routing to neighboring CLBs – A switch matrix provides access to general routing resources ...
... – Local routing provides feedback between slices in the same CLB, and it provides routing to neighboring CLBs – A switch matrix provides access to general routing resources ...
Chapter One {Word doc}
... Note: Equivalent to #14 {A student from this class did not watch any Eagles games last season; OR: It is not true that every student watched an Eagles game last ...
... Note: Equivalent to #14 {A student from this class did not watch any Eagles games last season; OR: It is not true that every student watched an Eagles game last ...
Curry–Howard correspondence
In programming language theory and proof theory, the Curry–Howard correspondence (also known as the Curry–Howard isomorphism or equivalence, or the proofs-as-programs and propositions- or formulae-as-types interpretation) is the direct relationship between computer programs and mathematical proofs. It is a generalization of a syntactic analogy between systems of formal logic and computational calculi that was first discovered by the American mathematician Haskell Curry and logician William Alvin Howard. It is the link between logic and computation that is usually attributed to Curry and Howard, although the idea is related to the operational interpretation of intuitionistic logic given in various formulations by L. E. J. Brouwer, Arend Heyting and Andrey Kolmogorov (see Brouwer–Heyting–Kolmogorov interpretation) and Stephen Kleene (see Realizability). The relationship has been extended to include category theory as the three-way Curry–Howard–Lambek correspondence.