Exact(60)
M is called a isotropic submanifold if (n=0).
Moreover, the pair ( X, M ) is called a minimal space.
In this case m is called a highest weight vector.
(1) where M is called operational matrix of integration.
M is called a coisotropic submanifold if (m=0).
where m is called as the system embedding dimension.
M is called the Hardy-Littlewood maximal operator.
The norm ∥ ⋅ ∥ L M is called Orlicz norm and the Banach space L M is called Orlicz space.
A left R -module M is called infinite in case M ≅ M ⊕ N with N ≠ { 0 }.
The smallest possible M is called the modulus of concavity of || · ||.
A point x ∈ M is called a coincidence point of f and T if fx = Tx.
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