Your English writing platform
Free sign upExact(4)
Expensive Janzing and Broos [6] Marburger skin approximation system 1.
In order to study the regularity property of the mild solution of (2.1), we introduce an approximation system of (2.1) in the following: X ( t ) = R ( l ) η + ∫ 0 t [ A X ( s ) d s + R ( l ) B ( X ( s ) ) ] d s + ∫ 0 t R ( l ) Q ( X ( s ) ) d W ( s ) + ∫ 0 t ∫ Z R ( l ) F ( X ( s − ), z ) N ˜ ( d s, d z ), (3.11).
B-splines are the common approximation system for non-cyclical non-periodic data [ 49].
For the deviations z t = x t - x - of the system (2) states x t from the equilibrium x -, the following first approximation system holds: (3) z t + 1 = f ′ (x − t ) z t + (σ (x − ) + σ ′ (x − ) z t ) ξ t, where σ′(x) = (σ 1′(x),…, σ n ′(x)).
Similar(56)
We can analyze the approximation systems mathematically by solving the global balance equations for each system.
We will show that these two approximation systems perform very closely with respect to the the original mixed loss-queueing system in terms of CBP and CDP.
Similar to systems (2.8)–(2.10), under the assumption, the approximation systems (5.1)–(5.2) with possess a unique solution, which continuously depends on initial data.
In Section 5, we will show that the finite-dimensional approximation systems possess a uniform attractor in, and these uniform attractors are upper semicontinuous when.
Assume that there exists an approximation scheme and the system (2.28) is approximately controllable in finite time.
Thus, we propose to use this approximation for system performance evaluation of channel borrowing scheme in reservation-based CAC schemes.
In this paper, we consider the approximation of system (1.4) by the artificial compressibility method.
More suggestions(3)
Write better and faster with AI suggestions while staying true to your unique style.
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