diplomová práca na tému super-Turing computation: Literatúra

Jiří Wiedermann:

Coupling Computational and Non-Computational Processes- Minimal Artificial Life [ Coupling.pdf  ]
Relativistic Computers and Non-Uniform Complexity Theory [  Relativistic.ps ]
Superturingovský výpočetní potenciál kognitivních a evolučních systémů [  Superturingovsk.pdf ]
Emergence of a Super-Turing Computational potential an Artificial Living Systems [  Emergence.ps ]
Fuzzy Turing Machines Revised [ Fuzzy Turing.ps  ]
Fuzzy Neuroidal Nets and Recurrent Computations [  Fuzzy Neuroidal.ps ]
Beyond the Turing Limit- Evolving Interactive Systems [ Beyond.ps  ]
On the Super-Turing Computational Power of Non-Uniform Families of Neuromata [ On the Super-Turing.ps  ]
Fuzzy Computations are more Powerful than Crisp Ones [ Fuzzy Computations.ps ]
Towards Machines That Can Think [ Towards.ps  ]
Accelerating Nondeterministic Single-Tape Off-Line Computations by One Alternation [ Accelerating.ps  ]
Five New Simulation Results on Turing Machines [ Five.ps  ]
Autopoietic Automata [ Autopoietic.pdf  ]


  • Zeno machines and hypercomputation [ 0412022-zeno-machines.pdf ] Petrus H. Potgieter komentár
  • Computation Beyond Turing Machines Seeking appropriate methods to model computing and human thought. PAUL WATSON Peter Wegner and Dina Goldin
  • Super-Turing Computation: A Case Study Analysis Keith Douglas Carnegie Mellon University 2003 komentár
  • BEYOND TURING A KNOWLEDGE BASED MODEL RELATIVISTIC C^n MACHINE A. C. Manohruan and M. Manoharatt University of Central Oldrthom& E&non& Ok. 73034-0128
  • Hypercomputation: Hype or Computation? Can we physically implement a hypercomputer? So far no one has. Viewpoint Christof Teuscher and Moshe Sipper August 2002/Vol. 45, No. 8 COMMUNICATIONS OF THE ACM
  • On The Computational Power Of Neural Nets Hava T. Siegelmann, Department of Computer Science Rutgers University New Brunswick, NJ 08903 Eduardo D. Sontag, Department of Mathematical Rutgers University New Brunswick, NJ 08903
  • An Introduction to post-Newtonian and non-Turing computation. Mike Stannett (1991, re-released 2000) 1 TR CS-91-02, Dept of Computer Science, Sheffield University, UK.
  • Non-Turing Computers and Non-Turing Computability Mark Hogarth Department of History and Philosophy of Science Free School Lane Cambridge CB2 3RH United Kingdom
  • PREDICTABILITY, COMPUTABILITY, AND SPACETIME MARK HOGARTH Sidney Sussex College, Cambridge
  • Hypercomputation is Experimentally Irrefutable Mike Stannet Verification and Testing Research Group Dept of Computer Science, Sheffield University, UK
  • Computation over arbitrary models of time A unified model of discrete, analog, quantum and hybrid computation Mike Stannett Verification and Testing Research Group Dept of Computer Science, Sheffield University, UK
  • Deciding Arithmetic in Malament-Hogarth Spacetimes Mark Hogarth Department of History and Philosophy of Science Cambridge
  • Computing the noncomputable Tien D Kieu, Centre for Atom Optics and Ultrafast Spectroscopy, Swinburne University of Technology, Hawthorn 3122, Australia
  • Hypercomputation: computing more than the Turing machine Toby Ord, Department of Philosophy The University of Melbourne komentár
  • The Diagonal Method and Hypercomputation Toby Ord and Tien D. Kieu