However, one of Maru’s graduate students was in the incident. Britta Spas.
“Our Obsession”
In 2003, Spas arrived at Kassel University and earned his PhD with Mal. She was almost perfectly suited to tackle McKay’s speculation. Even in high school, she could spend days or weeks on a single problem. She especially enjoys testing her endurance, and she fondly recalls the long hours she spent searching for something “in a way, not too deep.”
Späth spent his time studying the group’s expression as deeply as possible. After completing her graduate degree, she decided to use that expertise to continue to lack McKay’s speculation. “She has this crazy, really good intuition,” said her friend and collaborator, Schafer Frey. “She can see it turn out like this.”
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A few years later, in 2010, Späth began working at the University of Parisite, where he met Cabanes. He was an expert on a set of smaller groups at the heart of a reformulated version of McKay’s speculation, and Späth often went to his office to ask him questions. “I was always protesting, ‘These groups are complicated, my god,” he recalled. Despite his initial hesitation, he was eventually hooked on the issue. It became “our obsession,” he said.
There are four categories in the Lie-Type group: Späth and Cabanes began to prove the speculation of each of those categories, and they I’ve reported some Key Results The next 10 years.
Their work led them to develop a deeper understanding of the group of false types. These groups are the most common building blocks of other groups and are therefore of very mathematical concern, but their representations are very difficult to study. Bags and spas often had to resort to opaque theories from different areas of mathematics. However, in delving into these theories, they provided some of the still best features of these important groups.
As they did, they started dating and gave birth to two children. (They eventually settle together in Germany, where they enjoy working together on one of the three whiteboards at home.)
By 2018, they only had categories of lie type groups remaining. Once that was done, they would have proven McKay’s guess.
That last case took another six years.
“Grand Achievements”
The fourth kind of lie group “had a lot of difficulty and a lot of bad surprises,” Späth said. (It didn’t help that in 2020 the pandemic kept two young children home from school and made it difficult for them to work.) But gradually, she and Kabane were able to show that the number of representations in these groups coincided with those of their Xilo normalizers. The final case was done. It automatically followed that McKay’s guess was true.
In October 2023, they finally felt confident in the evidence enough to present it in the room of over 100 mathematicians. A year later, they Posted online The rest of the community will digest. “It’s definitely an epic achievement,” he said. Ladha Kessar of the University of Manchester.
