Turing machine

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Turing machine
x = 1714, y = 1647, rule = B3/S23 247b2o1465b$248bo1465b$248bobo1463b$249b2o1463b6$257b2o1455b$256b2o 1456b$258bo1455b5$265bo1448b$264b2o1448b$264bobo1447b6$272b2o1440b$ 271b2o1441b$273bo1440b5$280bo1433b$279b2o1433b$279bobo1432b6$287b2o 1425b$286b2o1426b$288bo1425b3$244b2o1468b$242bo2bo1468b$241bo15bobo35b o1418b$233b2o6bo10b3o2bo3bo32b2o1418b$233b2o6bo19bo32bobo1417b$242bo2b o2b2o7bo4bo4b2o1445b$244b2o2bo2bobo7bo5b2o1445b$249b3o5bo3bo1452b$257b obo1454b2$302b2o34b2o1374b$242bo58b2o36bo1374b$241bo61bo35bobo9bo1362b $241b3o96b2o8bobo1361b$349bo3b2o6b2o1351b$349bo3bob2o4bobo1350b$349bo 3bob3o4b3o1349b$272b2o36bo39bobob2o2bo4b3o1348b$272bo36b2o40bo4b2o4b3o 1349b$234bo34b2obo36bobo49bobo6b2o1342b$234bobo34bo89b2o7bobo1341b$ 234b2o31bo104bo1341b$269bo102b2o1340b$268bo1445b2$317b2o1395b$227bo88b 2o1396b$226bo91bo1395b$226b3o31b2o1452b$259bobo13b2o19b2o1416b$261bo 14bo19bo58bo1358b$276bobo8b2o5bobo57b2o1358b$277b2o8b2o5b2o29bo21bo6bo 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Pattern type Miscellaneous
Number of cells 36549
Bounding box 1714 × 1647
Static symmetry C1
Discovered by Paul Rendell
Year of discovery 2000

The Turing machine is, as its name suggests, a pattern that is capable of Turing-complete computation. It was created by Paul Rendell and its construction was completed on April 2, 2000. This particular Turing machine is infinite, as it requires an infinite length of tape to perform arbitrary computations. On February 10, 2010 the Turing machine was extended into a universal Turing machine and can itself be simulated within it.

On April 5th, 2018, Michael Simkin posted a script which can simulate arbitrary Turing machines in Conway's Game of Life using a finite tape.[1]

Gallery

High-resolution image of the Turing machine

See also

References

  1. Michael Simkin (April 5, 2018). Re: Turing Machine Simulator (discussion thread) at the ConwayLife.com forums

External links and further reading