Finding the simple patterns in a complex world

An ANU mathematician has developed a new way to uncover simple patterns that might underlie apparently complex systems, such as clouds, cracks in materials or the movement of the stockmarket.

Determining the quantum geometry of a crystal

Geometrical phases occur in many places in nature. One of the simplest examples is the Foucault pendulum: a tall pendulum free to swing in any vertical plane. Due to the earth rotation, the actual plane of swing rotates relative ...

3D Capture with iPad brought to you by Structure Sensor

(Phys.org) —A sensor for capturing the world in three dimensions is coming to the iPad. A Kickstarter project that launched on Tuesday seeks funds for its Structure Sensor, which is a portable sensor that clamps on to ...

Shark Wheel on a roll to reinvent skateboarder experience

(Phys.org) —A California-based company has a new kind of wheel for skateboards that delivers a novel shape and claims a special ride experience. This is the Shark Wheel, not circular, not square, but something more interesting. ...

Wind map shows untapped energy potential in cities

Putting a wind turbine on your suburban home may leave you disappointed but there is a large untapped wind energy potential in UK cities, say scientists. A new study has mapped the wind energy potential of five city regions, ...

Belgian wins Norway's $1 million Abel math prize

Belgian-born Pierre Deligne has won this year's $1-million Abel Prize in mathematics for his contributions to algebraic geometry and their "transformative impact on number theory, representation theory and related fields."

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