- Home
- » Tags
- » Halting problem
Top View
- NP-Completeness
- On the Impossibility of Virus Detection
- Zeno Machines and Hypercomputation Petrus H
- CS 4820: Limits of Computability Eshan Chattopadhyay, Robert Kleinberg, Xanda Schofield and Éva Tardos, Cornell University
- Incompleteness and the Halting Problem
- These Are Notes on Gödel's Theorem and Turing's Proof of The
- How to Make a Proof of Halting Problem More Convincing: a Pedagogical Remark
- Incompleteness Via the Halting Problem
- Review of Unsolvability
- Lecture Notes: the Halting Problem; Reductions
- 18-Turing.Pdf
- Computation Theory
- Incompleteness, Undecidability and Automated Proofs (Invited Talk)
- Undecidability of First-Order Logic
- Full FOPL Is Undecidable Sketch of Proof by Reduction to Halting Problems
- Toward a Formal Philosophy of Hypercomputation
- The Halting Problem
- The Halting Problem
- [Math.HO] 23 Nov 2006 the Halting Probability Omega
- 6.080 / 6.089 Great Ideas in Theoretical Computer Science Spring 2008
- Turing's Fallacies
- Computability and the Halting Problem
- The Physical Church-Turing Thesis: Modest Or Bold?1
- Csci 311, Models of Computation Chapter 12 Limits of Algorithmic Computation
- Lecture 22: More Reductions Overview 22.1 NP, NP-Hard and NP
- Undecidable, Unrecognizable, and Quantum Computing
- Computability: Turing Machines and the Halting Problem
- 15–150: Principles of Functional Programming Some Notes On
- CDM Hypercomputation
- 1 the Rise and Fall of the Church-Turing Thesis
- The Church-Turing Thesis
- Problems and Solutions Decidability and Complexity
- Gödel's Incompleteness Theorems
- Computing the Noncomputable
- Incompleteness Ex Machina
- Theorem (Entscheidungsproblem)
- The Halting Problem: When Turingception Goes Wrong
- ECS 120 Lesson 17 – Church's Thesis, the Universal Turing Machine
- Problems with the Halting Problem
- The Halting Problem ! L,L! a Fixed Constant
- Lecture 35: the Halting Problem
- The Halting Problem and Incompleteness Paul Hilfinger, Guest Lecturer
- Halting Problem Proof from Finite Strings to Final States If There Truly
- Computability, Undeciability and the Halting Problem
- Is the Halting Problem Effectively Solvable Non-Algorithmically, and Is the Gödel Sentence in NP, but Not in P?
- On Approximating Real-World Halting Problems
- Hypercomputation: Computing More Than the Turing Machine
- Model of Hypercomputation: Closed Time Curve Turing Machines
- Theory of Computation Chapter 1
- Unsolvable Problems