'Recursive program' presentation slideshows

Jeff Edmonds York University

Reductions to the Halting Problem. CSE 4111. CSE 2001. Different Models Reductions Simple Reductions Rice's Theorem Reductions with NotHalting Recognizable/Enumerable Recognizablity Complete The Rest Quick for 2001. The Post Correspondence Prob Tiling CFG G Generates I

2.1k views • 190 slides

Jeff Edmonds York University

4111 Computability. Reductions to the Halting Problem. Different Models Reductions Simple Reductions Rice's Theorem Acceptable Acceptability Complete. The Post Correspondence Prob Tiling CFG G Generates I CFG G Generates Every String CFG G Generates Some String CFG L(G)=L(G')

1.24k views • 112 slides

Jeff Edmonds York University

4111 Computability. Reductions to the Halting Problem. Different Models Reductions Simple Reductions Rice's Theorem Acceptable Acceptability Complete. The Post Correspondence Prob Tiling CFG G Generates I CFG G Generates Every String CFG G Generates Some String CFG L(G)=L(G')

1.22k views • 112 slides

CS1010E Programming Methodology Tutorial 5 Macros and Recursion

CS1010E Programming Methodology Tutorial 5 Macros and Recursion. C14,A15,D11,C08,C11,A02. Question 1. Analysis: We need to simulate our investment return Simulation is done by run an experiment 1000 times An experiment is based on the formula: is the interest rate at year , it is in .

276 views • 16 slides

Proof Techniques and Recursion

Proof Techniques and Recursion. Proof Techniques. Proof by induction Step 1: Prove the base case Step 2: Inductive hypothesis, assume theorem is true for all cases up to limit k Step 3: Show theorem is true for next case ( k+1 ) Proof by counterexample

125 views • 12 slides

Recursion

111 views • 11 slides

An exercise on recursion

102 views • 1 slides