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The term twice-exceptional or 2e refers to individuals acknowledged as gifted and neurodivergent. On literal sense, it means a person (usually a child or student but can also be an adult), is at the same time, very strong or gifted at some task, and very weak or unable in some other task.
The compact simply connected irreducible Hermitian symmetric spaces fall into 4 infinite families with 2 exceptional ones left over, and each has a non-compact dual. In addition the complex plane is also a Hermitian symmetric space; this gives the complete list of irreducible Hermitian symmetric spaces.
A double international or dual international is someone who has represented their country at international level in at least two different sports. Such people have always been exceptional, and with increasing specialisation have become more so.
For any root datum (X *, Δ,X *, Δ v), we can define a dual root datum (X *, Δ v,X *, Δ) by switching the characters with the 1-parameter subgroups, and switching the roots with the coroots. If G is a connected reductive algebraic group over the algebraically closed field K , then its Langlands dual group L G is the complex connected ...
Since August 2007, in cases of naturalization, Germany accepted dual citizenship if the other citizenship was either one of an EU member country or Swiss citizenship so that permission was not required anymore in these cases, and in some exceptional cases, non-EU and non-Swiss citizens can keep their old citizenship when they become citizens of ...
He estimates that around 250,000 diaspora Koreans around the world unwittingly have dual citizenship because of the law. Peng Lin and Yoo Seung-jun attend a premiere during the Berlin ...
Medicare and Medicaid: Dual eligibility. A person may be eligible for both Medicare and Medicaid, which makes them dually eligible. This article looks at the rules, qualifying criteria, and more.
The Lie algebra , being the smallest exceptional simple Lie algebra, was the first of these to be discovered in the attempt to classify simple Lie algebras. On May 23, 1887, Wilhelm Killing wrote a letter to Friedrich Engel saying that he had found a 14-dimensional simple Lie algebra, which we now call g 2 {\displaystyle {\mathfrak {g}}_{2}} .