<--- Back to Details
First PageDocument Content
Biology / Robot / Strong AI / Brain–computer interface / Artificial brain / Artificial organ / Nervous system / The Singularity Is Near / Artificial intelligence / Neuroscience / Science
Date: 2013-04-11 10:39:44
Biology
Robot
Strong AI
Brain–computer interface
Artificial brain
Artificial organ
Nervous system
The Singularity Is Near
Artificial intelligence
Neuroscience
Science

2005 BT Technology Timeline

Add to Reading List

Source URL: www.btplc.com

Download Document from Source Website

File Size: 150,86 KB

Share Document on Facebook

Similar Documents

Algebra / Linear algebra / Mathematics / Matrix theory / Matrices / Determinant / Matrix / Symmetric matrix / Invertible matrix / Diagonal matrix / Square matrix / Eigenvalues and eigenvectors

SIAM Review 41(1):102–112, 1999 ILL-CONDITIONED MATRICES ARE COMPONENTWISE NEAR TO SINGULARITY SIEGFRIED M. RUMP∗ Abstract. For a square matrix normed to 1, the normwise distance to singularity is well known to be eq

DocID: 1qB2X - View Document

Singularitarianism / Social inequality / Technological change / Futurology / Harvard Library / Perma.cc / Accelerating change / The Singularity Is Near / Ray Kurzweil / Innovation / Economic inequality / Economic growth

Microsoft Word - McGinnis_F

DocID: 1oxhV - View Document

Technology / Futurology / Technological change / Time / Science and technology / Singularitarianism / Science and technology studies / Philosophy of artificial intelligence / Technological unemployment / Technological singularity / Superintelligence / The Singularity Is Near

  A peer-reviewed electronic journal published by the Institute for Ethics and Emerging Technologies

DocID: 1lysd - View Document

Education / Time / Singularitarianism / Future / Futurology / Philosophy of artificial intelligence / Educational psychology / The Singularity Is Near / Technological singularity / Educational technology / Final examination / Kurzweil

Phil 111: Freshman Seminar in Philosophy: Information, Technology and Society Fall 2010 Syllabus Instructor: Dr. Anthony Beavers Office/Lab: Olmstead Hall 301

DocID: 1kDOF - View Document

brief communications satisfied). This is as near to a ‘singularity’ as this simple toy can approach. The effect is nevertheless striking in practice. H. K. Moffatt Isaac Newton Institute for Mathematical Sciences,

DocID: 1eLX1 - View Document