PHILOSOPHY 326 / MATHEMATICS 307 SYMBOLIC LOGIC This
... This course is a second course in symbolic logic. Philosophy 114, Introduction to Symbolic Logic, is a prerequisite for Philosophy 326 (or Mathematics 307). It is assumed that all students will have a thorough grasp of the fundamentals of the two-valued logic of propositions – including the fundamen ...
... This course is a second course in symbolic logic. Philosophy 114, Introduction to Symbolic Logic, is a prerequisite for Philosophy 326 (or Mathematics 307). It is assumed that all students will have a thorough grasp of the fundamentals of the two-valued logic of propositions – including the fundamen ...
Advanced Formal Methods
... Intended as foundation for mathematics Discovered to be inconsistent, so interest faded (see later) Foundational importance in programming languages Lisp, McCarthy 1959 Programming languages and denotational semantics • Landin, Scott, Strachey 60’s and 70’s ...
... Intended as foundation for mathematics Discovered to be inconsistent, so interest faded (see later) Foundational importance in programming languages Lisp, McCarthy 1959 Programming languages and denotational semantics • Landin, Scott, Strachey 60’s and 70’s ...
slides 4-up
... just like in λ-calculus however: we cannot check equality of functions (otherwise Haskell would be able to solve the Collatz conjecture) ...
... just like in λ-calculus however: we cannot check equality of functions (otherwise Haskell would be able to solve the Collatz conjecture) ...
The λ – Calculus
... said to be bound in the sub-expression M 2. A bound variable is one whose name is the same as the parameter. Otherwise the variable is said to be free 3. Any variable not bound in M is said to be free Note: bound variables are placeholders just like function parameters in the imperative and OOP para ...
... said to be bound in the sub-expression M 2. A bound variable is one whose name is the same as the parameter. Otherwise the variable is said to be free 3. Any variable not bound in M is said to be free Note: bound variables are placeholders just like function parameters in the imperative and OOP para ...
Notes
... no computation remaining. Note that no closure is created, and that no computation is performed in body e. • Variable x does not evaluate to anything and immediately results in an error. For this to happen, x must have been free in the expression that is being evaluated. Since it was free, there is ...
... no computation remaining. Note that no closure is created, and that no computation is performed in body e. • Variable x does not evaluate to anything and immediately results in an error. For this to happen, x must have been free in the expression that is being evaluated. Since it was free, there is ...
ppt
... Lambda Calculus (PDCS 2) combinators, higher-order programming, recursion combinator, numbers, booleans ...
... Lambda Calculus (PDCS 2) combinators, higher-order programming, recursion combinator, numbers, booleans ...
ppt
... 9. PDCS Exercise 2.11.10 (page 31). Test your representation of numbers in Haskell. 10. PDCS Exercise 2.11.11 (page 31). 11. Prove that your addition operation is correct using ...
... 9. PDCS Exercise 2.11.10 (page 31). Test your representation of numbers in Haskell. 10. PDCS Exercise 2.11.11 (page 31). 11. Prove that your addition operation is correct using ...
LambdaCalculus
... Furthermore, if there is a way for an expression evaluation to terminate, using normal order will cause termination. C. Varela ...
... Furthermore, if there is a way for an expression evaluation to terminate, using normal order will cause termination. C. Varela ...