Complex numbers aren't stupid anymore..

May 6, 2021 6:50 PM

Evincism

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For almost a century, physicists have been intrigued by the fundamental question: why are complex numbers so important in quantum mechanics, that is, numbers containing a component with the imaginary number i?

Usually, it was assumed that they are only a mathematical trick to facilitate the description of phenomena, and only results expressed in real numbers have a physical meaning.

However, a Polish-Chinese-Canadian team of researchers has proved that the imaginary part of quantum mechanics can be observed in action in the real world.

We need to significantly reconstruct our naive ideas about the ability of numbers to describe the physical world.

Until now, it seemed that only real numbers were related to measurable physical quantities.

However, research conducted by the team of Dr. Alexander Streltsov from the Centre for Quantum Optical Technologies (QOT) at the University of Warsaw with the participation of scientists from the University of Science and Technology of China (USTC) in Hefei and the University of Calgary, found quantum states of entangled photons that cannot be distinguished without resorting to complex numbers.

Moreover, the researchers also conducted an experiment confirming the importance of complex numbers for quantum mechanics.

Articles describing the theory and measurements have just appeared in the journals Physical Review Letters and Physical Review A.

Source: scitechdaily.com/physicists-prove-that-the-imaginary-part-of-quantum-mechanics-really-exists/

quantum_physics

quantum_mechanics

physics

mathematics

science

That was very interesting! Also I do not know anything about quantum physics so it went way over my head.

4 years ago | Likes 6 Dislikes 1

Check the reply thread on @pstar7 's comment..

4 years ago | Likes 1 Dislikes 0

@thecosmicdiver explains it quite well if you're not too knowledgeable of this type of science.

4 years ago | Likes 2 Dislikes 0

Now just wait a darn second here while I check these results on my etch-a-sketch.

4 years ago | Likes 5 Dislikes 0

Can you possibly explain this to me as someone who knows nothing about quantum mechanics??

4 years ago | Likes 11 Dislikes 0

Imaginary numbers are like 2+3i where i^2 is -1, so (2+3i)(2-3i) = 4-(-9) = 13. They're used in quantum mechanics. People thought 1/2

4 years ago | Likes 7 Dislikes 0

anything real and measurable only used the real part, without the letter i. They proved there's a real difference between 1+i and 1+2i. 2/2

4 years ago | Likes 6 Dislikes 0

Some fancy pants maths got measured by fancy pants physicists and then journalists who know neither played chinese whispers with it.

4 years ago | Likes 3 Dislikes 0

Uhh...there tiny particles and subatomic particles (atoms, electrons etc ) show a wave-particle dual behaviour.

4 years ago | Likes 4 Dislikes 0

In some experiments results show they behave like particles in some other, they behave like waves.

4 years ago | Likes 4 Dislikes 0

Schrödinger came in, gave in his Schrödinger equation and introduced wave function.

4 years ago | Likes 4 Dislikes 0

With wave functions, we can get the probability of finding an electron at places.

4 years ago | Likes 4 Dislikes 0

That is quite remarkable. Thank u.

4 years ago | Likes 2 Dislikes 0

Schrödinger equation is used to solve for wave functions, and the equation contains 'i'

4 years ago | Likes 5 Dislikes 0