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The rough, in this case, validates the smooth, providing a balance and honesty that other films haven't managed so well.
The Pareto-fronts for such combinations are smooth, providing alternative solutions regarding the fulfillment of such quality attributes.
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Then the Banach space is said to be smooth provided.
Then the Banach space is said to be smooth provided that.
Let U E = {x ∈ E : ||x|| = 1} be the unit sphere of E. Then the Banach space E is said to be smooth provided (1.3).
A Banach space E is said to be smooth provided the limit lim_{tto0}frac{|x+ty|-|x|}{t} exists for each x and y in (S_{E}).
Let U = {x ∈ E: ||x|| = 1} be the unit sphere of E. Then the Banach space E is said to be smooth provided lim t → 0 x + t y - x t. exists for each x, y ∈ U.
Let U E = { x ∈ E : ∥ x ∥ = 1 } be the unit sphere of E. Then the Banach space E is said to be smooth provided lim t → 0 ∥ x + t y ∥ − ∥ x ∥ t (2.3).
Let (U={xin E |x|=1}) be the unit sphere of E. A Banach space E is said to be smooth provided (lim_{tto0}frac{|x+ty|-|x|}{t}) exists for each (x,yin U).
Let U = { x ∈ E : ∥ x ∥ = 1 } be the unit sphere of E, then the Banach space E is said to be smooth provided lim t → 0 ∥ x + t y ∥ − ∥ y ∥ t exists for each x, y ∈ U.
Combined with altimetric discharge time series, we solve the linear dynamic system using the Kalman filter and smoother providing unbiased discharge with minimum variance.
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