WHAT if you constantly change the ingredients in your raw batter, but the baked cake is always lemon? It sounds like something from a surrealist film, but equivalent scenarios seem to play out all the time in the mathematics of the quantum world.
Nobel prizewinner and colleague Alfred Shapere say we can鈥檛 ignore the absurdity of the situation any longer. It鈥檚 time to get to the bottom of what is really going on, and in the process cement our understanding of the fundamental nature of the universe.
They are part of a broader call to arms against those who are content to use the maths behind quantum mechanics without having physical explanations for their more baffling results, a school of thought often dubbed 鈥渟hut up and calculate鈥�.
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鈥淚 don鈥檛 see why we should take quantum mechanics as sacrosanct,鈥� says of the University of Oxford. 鈥淚 think there鈥檚 going to be something else which replaces it.鈥�
贰颈苍蝉迟别颈苍鈥檚 widely accepted theory of special relativity states that nothing can travel faster than the speed of light. But the phenomenon of quantum entanglement seems to flout that speed limit by allowing a measurement of one particle to instantaneously change another, even when the two are widely separated. Einstein famously called this 鈥渟pooky action at a distance鈥�.
聯It is very disturbing. Spooky action at a distance bothered Einstein, it should bother everybody聰
鈥淚t鈥檚 very disturbing,鈥� says Wilczek of the Massachusetts Institute of Technology. 鈥淚t bothered Einstein. I t should bother everybody.鈥�
To underline what they mean Wilczek and Shapere of the University of Kentucky in Lexington, examined a quantum system affected by a key aspect of special relativity: simultaneous events might not look simultaneous to all observers.
If two fireworks go off at exactly the same time in neighbouring towns, a spectator will be able to see both simultaneously. To an observer moving from one town to the other, one firework will seem to explode first. What holds true for you depends on your frame of reference 鈥� that is, it鈥檚 relative.
Now add a third firework. If there鈥檚 a reference frame in which it goes off at the same time as only one of the other two, you鈥檇 think there should be another reference frame in which all three happen simultaneously. Surprisingly, that is not how it works mathematically. Instead the calculations only work for 4 of the 6 possible orderings ().
The team then applied this test to the quantum world. When particles are entangled, they share a 鈥渨ave function鈥�. Physically measuring one of the particles 鈥渃ollapses鈥� all the possibilities encoded in the wave function into a single value, instantly affecting any entangled partners.
Based on the new maths, if you have three entangled photons and you measure photon A, you can have reference frames where measuring A affects C, or measuring A impacts B, but never where measuring A happens before the effects on both B and C. This implies that measuring photon A can influence events that happened in the past, creating a mathematical paradox. 鈥淭hat鈥檚 the tension: how can you have such large effects on the mathematical objects without physical consequences?鈥� Wilczek says.
What is more, he thinks quantum experiments that show physical paradoxes might not be far off. 鈥淭his is my secret agenda: I鈥檓 not sure that there aren鈥檛 real paradoxes that arise in more exotic situations than people have considered to date.鈥�
This article has been updated
