Can a 16-Year-Old Solve the Dirichlet Problem Better Than Mathematicians?

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A 16-year-old student has developed a new solution to the Dirichlet problem, a significant achievement in advanced mathematics, which has garnered attention from major media outlets like CNN. The student, Michael Viscardi, won a $100,000 scholarship at the Siemens Westinghouse Competition in Math, Science, and Technology, highlighting the potential of young mathematicians. Despite the excitement, there is no published paper available yet detailing his findings, titled "On the Solution of the Dirichlet Problem with Rational Boundary Data." The discussion also touches on the educational environment that fosters such talent, with some participants advocating for homeschooling as a more effective approach to advanced learning compared to traditional schooling. The conversation reflects a mix of admiration for Viscardi's accomplishments and skepticism about the broader implications of such early specialization in mathematics.
  • #31
rachmaninoff said:
I've asked this already, does anyone know if he's published a paper on this subject, or if this is some sort of pre-emptive scholarship? It's frustrating that for all the publicity he's getting, I can't look at his actual achievement for myself. His presentation was titled, "On the Solution of the Dirichlet Problem with Rational Boundary Data", that's all I've found.
Perhaps it will be published in the Journal. Oftern the journals which I read have a provision that the work is new and unpublished.

I am not sure what the time frame is for releasing the papers or projects of the Siemens-Westinghouse Science Competition, but it the works must be published or available at the competition. Afterall, the works have to be reviewed. One could contact the students advsior in the math department at UCSD.

Perhaps in time, the work will be published.
 
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  • #32
Yeah, you have to wait.

You still have the review process, or atleast wait for the next journal to come out.

Patience.
 

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