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with a double sequence of uniquely fixed real numbers.
A sequence is said to be a double sequence of.
Let be a double sequence of positive real numbers with, and let.
A double sequence of real numbers is said to be almost convergent to a limit if.
A double sequence of fuzzy and let be a positive real numbers.
An on-line learning MPC based on a double sequence of predictions is proposed.
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A double sequence (x=(x_{mn})) of complex numbers is called bounded if (Vert x Vert _{infty}=sup_{m,ninmathbb{N}} vert x_{mn} vert
A double sequence (x=(x_{mn})) of complex numbers is called bounded if (|x|_{infty}=sup_{m,ninmathbb{N}}|x_{mn}|
A double sequence (x=(x_{kl})) of complex numbers is said to be almost convergent to a generalized limit L if begin{aligned} p-lim_{q,q'toinfty}sup_{m,n>0} Bigglvert frac{1}{(q+1)(q'+1)}sum_{k=m}^{m+q}sum _{l=n}^{n+q'}x_{kl}-L Biggrvert =0.
Let be an Orlicz function and a factorable double sequence of strictly positive real numbers.
where { A n, k } is a bounded double sequence of real or complex numbers.
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