The name might sound a bit strange but the Hecke Algebra is a type of affine Weyle group. And as strange as it may also sound, people actually use it everyday. So, are you a math genius? What do you know about this theory? Take our quiz and find out.
It's a system of affine-linear function on a Euclidean space.
It's a root system of affine-linear function on a space.
It's a root system of affine-linear function on a Euclidean space.
It's a root system of a linear function on a Euclidean space.
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It's an algebraic structure with compatible operation of addition by elements in some field.
It's an algebraic structure with compatible operation of multiplication by elements in some field.
It's an algebraic structure with compatible operation of addition, multiplication, and a scalar multiplication by elements in some field.
It's an algebraic structure with compatible operation of addition, and a scalar multiplication by elements in some field.
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It's a subgroup of isometry group of the system.
It's a subgroup of metric group of the root system.
It's a subgroup of isometry group of the root system.
It's a subgroup of geometry group of the root system.
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L (Σ, Q)
H (Σ, q)
Q(Σ, h)
H (L,H)
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He is a French mathematician who introduced the double affine Hecke algebras
He is a Russian mathematician who introduced the triple affine Hecke algebras
He is a Russian technician who introduced the double affine Hecke algebras
He is a Russian mathematician who introduced the double affine Hecke algebras
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It's an analogue for quantum affine algebras of Knizhnik
It's an analogue for affine algebras of Knizhnik
It's an analogue for quantity affine algebras of Knizhnik
It's an analogue for quality affine algebras of Knizhnik
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Ppq
Kzq
Lkz
Qkz
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In 1986
In 1987
In 1988
In 1990
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Q-1
Q=0
Q=1
Q=-3
It's a number of spin states such as n of the N spins point in the Z direction
It's a number of states such as n of the A spins point in the Z direction
It's a number of spin states such as n of the N spins point in the M direction
It's a number of spin states such as n of the Z spins point in the N direction
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