_nokia-cells.jpg "Nokia - Cells from matrix theory Video Screenshot Preview")
GalleryPlay Video:
(Note: The default playback of the video is HD VERSION. If your browser is buffering the video slowly, please play the REGULAR MP4 VERSION or Open The Video below for better experience. Thank you!)
⏲ Duration: 92 sec
✓ Published: 27-Jul-2009
✓ Published: 27-Jul-2009
Description:
This is a code-generated organic screensaver I made for a Nokia mobile phone range. Using cellular automaton, an organic cylindrical form is created out of individual cells that are correctly shaded based on the Wolfram theory. These cells also act as a low-resolution LED display and is able to present the user with real time information like date, battery status, number of sms messages etc... basically any dot-matrix based information.
This is a code-generated organic screensaver I made for a Nokia mobile phone range. Using cellular automaton, an organic cylindrical form is created out of individual cells that are correctly shaded based on the Wolfram theory. These cells also act as a low-resolution LED display and is able to present the user with real time information like date, battery status, number of sms messages etc... basically any dot-matrix based information.
Share with your friends:
Whatsapp | Viber | Telegram | Line | SMS
Email | Twitter | Reddit | Tumblr | Pinterest
Related Videos
_emmanuel-cands-three-recent-examples-of-the-effectiveness-of-convex-programming-in-the-information-sciences.webp "2013 ISIT Plenary LecturenThree Recent Examples of the Effectiveness of Convex Programming in the Information SciencesnEmmanuel CandesnStanford UniversitynnAbstract: This talk discusses three concrete problems characterized by incomplete information about an object of interest. The first is the century-old phase retrieval problem where intensity-only measurements -- phase information is completely missing -- are available about an image as in X-ray crystallography, and we wish to recover the pha")
⏲ 39 min 11 sec ✓ 03-Aug-2015
_cloud-radio-access-downlinks-with-backhaul-constrained-oblivious-processing.webp "Shlomo ShamainWilliam Fondiller Professor of TelecommunicationsnTechnion-Israel Institute of TechnologynnHostnPrakash NarayannnAbstractnThe talk considers the downlink of cloud radio access networks, in which a central encoder is connected to multiple multi-antenna base stations (BSs) via finite-capacity backhaul links. The processing is done at the central encoder, while the distributed BSs employ only oblivious (robust) processing. We first review state-of-the-art approaches, where the signals")
⏲ 38 min 61 sec ✓ 09-Oct-2013
_algebra-and-computation-jaikumar-radhakrishna-tata-institute-of-fundamental-research.webp "Polynomails and computationnJaikumar Radhakrishnan, Tata Institute of Fundamental ResearchnnAbstract: Over the past three decades several connections between algebra and computing have been discovered. The two most important reasons for this are: (1) several naturally occurring problems in science and engineering are inherently algebraic, (2) algebra can be exploited in the design of computer systems, most notably, because of its central role in coding theory. We will illustrate through examples")
⏲ 18 min 45 sec ✓ 24-Feb-2013
_raymond-w-yeung-facets-of-entropy.webp "2009 ISIT Plenary LecturenFacets of EntropynProfessor Raymond W. YeungnChinese University of Hong KongnnAbstract: Constraints on the entropy function are sometimes referred to as the laws of information theory. For a long time, the submodular inequalities, or equivalently the nonnegativity of the Shannon information measures, are the only known constraints. Inequalities that are implied by the submodular inequality are categorically referred to as Shannon-type inequalities. If the number of rand")
_planar-networks-and-quantum-immanants-part-1.webp "Samuel Clearman, Rutgers Experimental Mathematics Seminar, February 26, 2015nnSee part 2 at vimeo.com/123640111nnAbstract:Matrix immanants are a family of functions on matrices which generalize the permanent and determinant. They have a q-analog called a quantum immanant. We give a combinatorial method for evaluating these immanants on certain matrices, which arise as a q-analog of the path matrix of a planar network. We apply these techniques to the representation theory of certain algebras,")
_polyptelic-the-ising-model-2004-2008.webp "polypTelic: The Ising Model (2004-2008) from matrix theory")
_contagion-language-is-a-virus.webp "A Holographic InstallationnnContagion is a multimedia work in which the artist examines the phenomenon of perception and simulation, researches the symbolic space of the real and the virtual, as well as their reciprocal influences. With this work, Pederin further thematizes a dystopian vision of future in which the human matrix is a “simulated reality”, created by machines endowed with artificial intelligence. As well as in her previous works, the artist is also a protagonist, i.e. her avata")
_holographic-quantum-mysticism.webp "Bill Donahue asked:")
_emmanuel-cands-three-recent-examples-of-the-effectiveness-of-convex-programming-in-the-information-sciences.jpg)
_cloud-radio-access-downlinks-with-backhaul-constrained-oblivious-processing.jpg)
_algebra-and-computation-jaikumar-radhakrishna-tata-institute-of-fundamental-research.jpg)
_raymond-w-yeung-facets-of-entropy.jpg)
_planar-networks-and-quantum-immanants-part-1.jpg)
_polyptelic-the-ising-model-2004-2008.jpg)
_contagion-language-is-a-virus.jpg)
_holographic-quantum-mysticism.jpg)
![[+]](/images/menu.gif){kind=small}