Quantum physics may sound abstract, but Ph.D. candidates Kirsten Kanneworff and David Dechant show that quantum research can also be very concrete. Together, they are investigating how quantum ...
Katie has a PhD in maths, specializing in the intersection of dynamical systems and number theory. She reports on topics from maths and history to society and animals. Katie has a PhD in maths, ...
The original version of this story appeared in Quanta Magazine. In 1974, five years before he wrote his Pulitzer Prize–winning book Gödel, Escher, Bach: An Eternal Golden Braid, Douglas Hofstadter was ...
Interesting Engineering on MSN
Time crystals promise to power a new generation of ultra-precise quantum clocks
Keeping perfect time is far trickier than it sounds. The world’s best clocks that ...
They combined optical tweezers with metasurfaces to trap more than 1,000 atoms, with the potential to capture hundreds of ...
A team of theoretical researchers has found duality can unveil non-invertible symmetry protected topological phases, which ...
Morning Overview on MSN
Physicists crack quantum puzzle that baffled science for decades
For nearly a century, some of the simplest questions in quantum theory have stubbornly resisted clean answers, turning basic ...
Live Science on MSN
Physicists push quantum boundaries by turning a superfluid into a supersolid — and back — for the first time
Physicists saw excitons, a type of quasiparticle, undergo a reversible phase transition from superfluid to supersolid for the first time, opening new doors for studying extreme states of matter.
Photo of the experimental setup to couple MWs to N- 𝑉s using grape dimers. A stripped optical fiber with N- 𝑉 spins, cantilevered from a rod, lies between two grapes. The grapes were positioned on ...
On 9 July 1925, Heisenberg sent a paper titled ‘Quantum-theoretical re-interpretation of kinematic and mechanical relations’ to Max Born, whom he was assisting at that time, and Born sent the paper to ...
John von Neumann came about as close as humanly possible to embodying the Platonic ideal of a genius. Conversant in ancient Greek by age 6, the Hungarian made significant mathematical advances in his ...
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