Einstein Theorem: Questions about Why b1co=0modp and boc1=0modp

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In summary, the proof considered the coefficient of x, a1, and showed that it can be expressed as boc1 + b1co. It was also mentioned that a1=0modp and b1co=0modp. From this information, it was concluded that boc1=0modp. However, it is unclear what is being proven and further clarification is needed.
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catcherintherye
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Then the proof goes on to consider coefficient of x viz a1=boc1 + b1co, and we know that a1=0modp and b1co=0modp so boc1=0modp...


...2 questions why is b1co necessarily =0modp ? and secondly why does it follow that boc1=0modp? ...



... i mean sure we know the sum b1co + boc1 =0modp but surely this doesn't imply b1co=0modp e.g 9=0mod3 but 9=5+4 and it is not true 5=0mod3
 
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btw does anyone know how to get all the mathematical symbols and stuff cos I'm getting really bored of typin g everything out long hand!
 
  • #4
I don't know what you're trying to prove here, but the way you've worded it seems to suggest that you know that a1=0modp and b1co=0modp. Comparing this to your first equation, then clearly boc1=0modp.

However, I don't think this is what you're asking. Perhaps you should state the assumptions of the theorem!
 
  • #5
[ tex ] a^x_n [ /tex ]
 

FAQ: Einstein Theorem: Questions about Why b1co=0modp and boc1=0modp

What is Einstein's Theorem?

Einstein's Theorem, also known as the Einstein-Podolsky-Rosen (EPR) paradox, is a thought experiment proposed by Albert Einstein, Boris Podolsky, and Nathan Rosen in 1935. It challenges the principles of quantum mechanics and suggests that certain physical properties of particles are connected regardless of the distance between them.

What does b1co=0modp mean in Einstein's Theorem?

In Einstein's Theorem, b1co=0modp represents the entanglement between two particles, where b1 and b0 are two possible measurements of one particle and c and o are two possible measurements of another particle. The "=0modp" means that the measurements are connected and dependent on each other, regardless of the distance between the particles.

Why is b1co=0modp important in Einstein's Theorem?

b1co=0modp is important in Einstein's Theorem because it demonstrates the concept of entanglement between particles and how their measurements are connected even when they are separated by a large distance. This challenges the principles of classical physics and suggests a deeper understanding of the quantum world.

What is the significance of boc1=0modp in Einstein's Theorem?

boc1=0modp is another form of the EPR paradox, where b and c are the possible measurements of one particle, o and 1 are the possible measurements of another particle, and "=0modp" indicates the entanglement between the particles. This equation further illustrates the connection between distant particles and the non-locality of quantum mechanics.

How does Einstein's Theorem relate to modern physics?

Einstein's Theorem and the concept of entanglement have been extensively studied and tested in modern physics. It has led to the development of quantum mechanics and has implications in various fields such as quantum computing and cryptography. The EPR paradox continues to be a topic of research and debate in the scientific community.

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