Question about the big problems in math

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The discussion centers on the implications of solving Hilbert's problems and the Millennium Prize Problems for the field of mathematics and technology. There is curiosity about how these solutions could advance mathematical understanding and practical applications. One participant mentions that solving the P vs NP problem could significantly enhance technology, potentially by 150 years, although this claim is debated. Another contributor emphasizes that technological progress is influenced by various factors, including materials science, not just mathematical breakthroughs. Overall, the conversation highlights the interconnectedness of mathematics and technology while acknowledging the complexities involved in advancements.
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Question about the "big problems in math"

What happens when all of hilbert's problems and the 7 millenium problems are solved? What will this do to the advancement of mathematics? What sort of applications will be used when these problems are solved? I'm not in university but i'd still like to know. It sort of piqued my curiosity when i heard about these problems.
 
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According to Godel, some of the problems may be true yet be unsolvable.
 


Hey my friend also says that if somebody solves the P vs NP problem, we could advance our technology by 150 years. He's in 2nd year computer science. Not sure if that's true though.
 


kramer733 said:
Hey my friend also says that if somebody solves the P vs NP problem, we could advance our technology by 150 years. He's in 2nd year computer science. Not sure if that's true though.

nah, it just has implications for data speed and encryption

you have to keep in mind that technological advancements depend on lots of different factors...materials sciences being a major one
 

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