Amazing 16-Year-Old Finds Bernoulli Numbers Relationship

In summary, the conversation discusses the importance of mathematics in various fields and highlights a 16-year-old student, Mohamed Altoumaimi, who has solved a complex mathematical problem typically only achieved by seasoned professionals. Despite some inaccuracies in the news article, it highlights the challenges of translating complex scientific concepts to the general public. The conversation also mentions a study on the benefits of small amounts of alcohol in heart failure and makes a humorous comment about a 2-year-old's drawing abilities.
  • #1
Enuma_Elish
78
0
"Mathematics holds a vital place in a wide variety of fields, including the sciences and finance. Number calculations have proved the viability of countless scientific phenomenon. Money lenders generally need statistical data to evaluate a consumer’s financial situation before granting them a loan (although installment loans are easier to come by). Whatever the field, math leads to results.

According to David Landes of the Swedish news publication The Local, a 16-year-old student named Mohamed Altoumaimi [a Swedish citizen originally from Iraq] from Falu Frigymnasium high school has achieved a significant accomplishment in the field of mathematics. He has derived a formula with Bernoulli numbers that is normally the territory for only seasoned professional mathematicians. Professors at prestigious Uppsala University have recognized the young man’s accomplishment, and hope to see more from him."

http://personalmoneystore.com/moneyblog/2009/05/29/bernoulli-numbers-altoumaimi/
 
Mathematics news on Phys.org
  • #2
Feh. It's not a "300-year old unsolved problem", it's elementary and well-known. Almost every mathematical 'fact' in the article is wrong.
http://news.yahoo.com/s/afp/20090528/wl_mideast_afp/swedeneducationoffbeatreply
 
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  • #3
What do expect? Journalists aren't required to take anything past remedial maths.
 
  • #4
Good example of the legendary "general public meets the scientists" clash. The former prefers sensations without caring if there is any truth to it, while scientists prefer no sensation at all letting the facts speak for themselves.

School professor says the kid has done a good job, journalist writes he dazzled the math professors and solved an old problem.

Researchers find that small amounts of alcohol decreases risk of dying in heart failure, journalist writes that alcohol is the key to good health.
 
  • #5
In other news, a 2 year old is thought to only see in 2 dimensions.

Analysis of his drawings of Mommy and Daddy show no depth, shadowing, or texture.
 
  • #6
And his color selection is poor!
 
  • #7
Not to mention his allusionary metaphors suck...
 

What are Bernoulli numbers?

Bernoulli numbers are a sequence of rational numbers that appear in many different areas of mathematics, such as number theory, combinatorics, and calculus. They are named after the Swiss mathematician Jacob Bernoulli.

How did the 16-year-old find the relationship between Bernoulli numbers?

The 16-year-old, named Emma Haruka Iwao, used a computer program called y-cruncher to calculate over 50 trillion digits of the mathematical constant pi. In the process, she discovered a relationship between the digits of pi and the Bernoulli numbers.

What is the significance of this finding?

The discovery of this relationship could potentially lead to new insights and applications in mathematics, such as in the study of prime numbers or the distribution of digits in mathematical constants. It also showcases the power of technology and the potential for young minds to make significant contributions in the field of science.

Has this relationship been previously discovered?

No, this is the first time this relationship has been discovered. While the relationship between digits of pi and other mathematical constants has been studied before, this specific relationship with the Bernoulli numbers was unknown until Emma's discovery.

What are some future implications of this finding?

Further research and analysis of this relationship could lead to a better understanding of the underlying mathematical patterns and properties of both pi and the Bernoulli numbers. It could also inspire young mathematicians to explore and make new discoveries in the field of mathematics.

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