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Exact(16)
Let be the interference received at the disk center, and be the characteristic function of.
For let π be the characteristic function associated with the parthood relation denoted by the basic mereological primitive, 'P'.
Let K be a compact subset of G, and let (chi_{K}) be the characteristic function of K.
where C L j ( t ) is said to be the characteristic function, and χ 1, 2 ( t ) are the phase functions.
Let (chi_{i}) be the characteristic function of (U_{i}^{frac {3}{4}vandputlambda_{i} put (lambda_{i}^{varepsilon} (x ):= chi_{i}*rho_{frac{1}{4}varepsilon}) (x )).
Now consider a randomly chosen permutation π of [ N ], and let s → k, π ( 0 ) be the characteristic function of the set { j : π ( j ) < k }.
Similar(44)
Let ϕ(t) and ψ(t) be the characteristic functions of S n ′ and H n, respectively.
Let (varphi(t)) and (psi(t)) be the characteristic functions of (S_{n}^{prime}) and (T_{n}), respectively.
Let ϕ1 t) and ψ1 (t) be the characteristic functions of S n 111 ′ and Tn 1, respectively.
We prove the nonlinear Schrödinger equation has a local solution for any energy – subcritical nonlinearity when u0 is the characteristic function of a ball in Rn.
where I is the characteristic function.
More suggestions(15)
be the characteristic element
be the beta function
be the characteristic vector
be the characteristic alcohol-response
be the characteristic interval
be the characteristic feature
be the characteristic polynomial
be the payoff function
be the characteristic skin
be the characteristic plastome
be the characteristic ratio
be the characteristic pathologic
be the characteristic lineage
be the metrical function
be the numeral function
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Justyna Jupowicz-Kozak
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