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We reformulate Problem I as a first-order system with respect to time by introducing the function (v=u_{t}).
The linearization of these equations is made, in the usual way, by introducing the function (Q= ph)^{2}).
An alternative condition can be established by introducing the function f ( t ) = t 1 + ω t 1 / α ̂ − 1 α, (21).
We end this section by introducing the function (varphi (y,t)) by varphi (y,t):= u y,t)+frac{1}{2}(y-1) t^{2}.
Introducing the function r(t) = -||x t) ||2, t ∈ [0, 1], where x t) is a solution of (3.6), for the rest part of the proof we proceed as in the proof of Theorem 3.1.
Notice that effects coming from scaling axes with the help of the parameter vector a and effects being due to the form parameter p are dealt with here in a separate way when introducing the function |. | 1 a, q.
Similar(52)
Introducing the functions and, explicitly given by (2.11). it is directly seen that and are not the fundamental solutions to the respective Hermitean Dirac operators and.
In Section 3, we introduce the function space and energy functional for FBVP (1.1).
Lets also introduce the function exp(a x) = (1+a) to the power x.
Professor Saltzman first introduces the function and anatomy of the kidney.
Further, introduce the function (1.3).
More suggestions(17)
introducing the operation
introducing the capability
including the function
introducing the employment
integrating the function
considering the function
enforcing the function
introducing the functional
incorporate the function
introducing the powers
introduce the function
introducing the role
presenting the function
implementing the function
introducing operations
introducing functional
introducing performance
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com