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for a real function u in G.
For a real function of t and ω, we write f ( t, ω ) for f ( t, ω − ∞ [ t ] ) to simplify notations.
If the function is assumed to be limited to a time interval T, then, for a real function, there are just 2Δ fT independent values of 2Δ f values per unit time.
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We present a new semidefinite representation for the trace of a real function f applied to symmetric matrices, when a semidefinite representation of the convex (or concave) function f is known.
Its key notion can be represented by the formula for the fractional integral of a real function f D − γ a f ( t ) = ∫ a t ( t − τ ) γ − 1 Γ f d τ, t > a, γ > 0, (1).
Tax credits for first time home buyers are surely helping but they expire in November so there's only a quarter left for a real, functioning real estate market to flourish under an economic Obamacare.
For any real function defined on the interval and any with, we denote by an element of defined by,.
In this paper, we construct a sequence of modified Stancu-Baskakov operators for a real valued function bounded on ([0,infty)), based on a function (tau(x)).
By using this definition, we will define Δ-convergence and Δ-Cauchy for a real valued function defined on the time scale.
The left-sided Saigo fractional integral operator of order α>0 involving the Gauss hypergeometric function for a real valued continuous function f(t) defined on ℝ + = 0, ∞ Open image in new window is I 0 + α, β, γ f t = t − α − β Γ α ∫ 0 t t − τ α − 1 × 2 F 1 α + β, − γ ; α ; 1 − τ t f τ dτ, Open image in new window (3).
Recently, Wu has extended the concept of convexity for a real-valued function to LU-convexity for an interval-valued function, then he has established the Kuhn-Tucker conditions [13, 14] for an optimization problem with an interval-valued objective function under the assumption of LU-convexity.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.
Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com