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This doesn’t surprise me at all given how we can leverage synthetic diamonds and their crystal formations for light networks, QC, and now storage.


Nuclear spins in diamond can store photonic information with high fidelity and have coherence times that exceed 10s, making diamond potentially useful as a node in quantum communications.

Quantum communications offer secure and fast information exchange between distant parties. To realize these links requires the building of quantum networks that incorporate stationary quantum nodes separated by large distances and photons (information carriers), which establish entanglement between the nodes1 (see Figure 1). Because such networks suffer unavoidable photon losses, enabling robust quantum communication over lossy transmission channels requires quantum memories with long coherence times to reliably store the incident photon states at any given node on the network.2 Hence, a quantum node should have the ability to coherently absorb/emit and store the information encoded in the photon state onto a memory element that has very long coherence times.

The University of Rochester has begun work on what they call a Quantum Enigma Machine. This new machine is said to be responsible for unbreakable encryption. It will also shorten encryption keys, and make data interception much more difficult than it already is.

American Mathematician Claude Shannon came up with a binary system that would allow him to transmit messages under three stipulations: the key is random, only used once, and it has to be as long as the message itself is.

Recent studies show that scientists are theorizing that they could send a message with unbreakable encryption with a key that is much shorter than the message itself. Their theory may soon become fact as researchers have developed the quantum enigma machine.

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Researchers at the Karlsruhe Institute of Technology say they have developed a quantum photonic circuit with an electrically driven light source. Described as a ‘complete quantum optical structure on a chip’, the development is said to fulfil one condition for the use of photonic circuits in optical quantum computers.

“Experiments investigating the applicability of optical quantum technology have often claimed whole laboratory spaces,” said Professor Ralph Krupke. “However, if this technology is to be employed meaningfully, it must be accommodated on a minimum of space.”

The light source for the quantum photonic circuit is carbon nanotubes which emit single particles of light when excited by a laser. Because they emit single photons, carbon nanotubes are attractive as light sources for optical quantum computers.

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What would happen in the world if we could find renegade thinkers, give them the right dose of inspiration, and reinforce the audacity, passion and perseverance needed to pursue their biggest ideas?

How to Make a Spaceship is exactly the inspiration the next generation of audacious thinkers needs. (For more on the book, click through these tabs!)

As author Julian Guthrie said, “I hope this story is an inspiration. I hope that when you get to the end of this story, you set down the book and feel like you can go out and do something impossible in your own life.”


A Primer for Deterministic Thermodynamics and Cryodynamics

Dedicated to the Founder of Synergetics, Hermann Haken

Otto E. Rossler, Frank Kuske, Dieter Fröhlich, Hans H. Diebner, Thimo Bo¨ hl, Demetris T. Christopoulos, Christophe Letellier

Abstract The basic laws of deterministic many-body systems are summarized in the footsteps of the deterministic approach pioneered by Yakov Sinai. Two fundamental cases, repulsive and attractive, are distinguished. To facilitate comparison, long-range potentials are assumed both in the repulsive case and in the new attractive case. In Part I, thermodynamics – including the thermodynamics of irreversible processes along with chemical and biological evolution – is presented without paying special attention to the ad hoc constraint of long-range repulsion.Otto E. Rossler In Part II, the recently established new fundamental discipline of cryodynamics, based on long-range attraction, is described in a parallel format. In Part III finally, the combination (“dilute hot-plasma dynamics”) is described as a composite third sister discipline with its still largely unknown properties. The latter include the prediction of a paradoxical “double-temperature equilibrium” or at least quasi-equilibrium existing which has a promising technological application in the proposed interactive local control of hot-plasma fusion reactors. The discussion section puts everything into a larger perspective which even touches on cosmology.
Keywords: Sinai gas, chaos theory, heat death, dissipative structures, second arrow, Point Omega, Super Life, paradoxical cooling, antifriction, paradoxical acceleration, Sonnleitner numerical instability, dilute-plasma paradigm, two-temperature equilibrium, ITER, MHD, interactive plasma cooling, McGuire reactor, Hubble law, Zwicky rehabilitated, Perlmutter-Schmidt-Riess wiggle, mean cosmic temperature, van Helmont, Lavoisier, Kant, Poincaré, double-faced Sonnleitner map. (August 26, 2016)

Otto E. Rossler, Frank Kuske, Dieter Fro¨ hlich, Thimo Bo¨ hl
Division of Theoretical Chemistry, University of Tübingen, Auf der Morgenstelle 18, 72076 Tu¨ bingen, Germany

Hans H. Diebner
Department of Medical Informatics, Technical University Dresden, Blasewitzerstr. 86,
01307 Dresden, Germany

Demetris T. Christopoulos
National and Kapodistrian University of Athens, Department of Economics, Sofokleous 1 str.,
10509 Athens, Greece

Christophe Letellier
Physics Department, University of Rouen CORIA, Avenue de l’Université, 76801 Saint-Étienne-du-Rouvray, France

Full paper: http://environmental-safety.webs.com/Deterministic_Thermo_Cryo.pdf

This video realized by the AI Lab of SoftBank Robotics shows how Pepper robot learns to play the ball-in-a-cup game (“bilboquet” in French). The movement is first demonstrated to the robot by guiding its arm.

From there, Pepper has to improve its performance through trial-and-error learning. Even though the initial demonstration does not land the ball in the cup, Pepper can still learn to play the game successfully.

The movement is represented as a so-called dynamic movement primitive and optimized using an evolutionary algorithm. Our implementation uses the freely available software library dmpbbo: https://github.com/stulp/dmpbbo.

After 100 trials, Pepper has successfully optimized its behavior and is able to repeatedly land the ball in the cup.