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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.
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The linearization of these equations is made, in the usual way, by introducing the function (Q= ph)^{2}).
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}.
We reformulate Problem I as a first-order system with respect to time by introducing the function (v=u_{t}).
An alternative condition can be established by introducing the function f ( t ) = t 1 + ω t 1 / α ̂ − 1 α, (21).
If, then we introduce the functions,, (3.52).
for and introduce the functions and defined by (4.44).
In the previous section, we introduce the functions (phi_{N}), (varphi _{N}), and the real number R with two parameters ({a > 0}) and ({b ge1}).
By the change of variable (t=lnfrac{r}{R}), we introduce the functions (hat{a}_{m}(t):=a_{m}(Re^{t})).
In Section 3, we introduce the function space and energy functional for FBVP (1.1).
Further, introduce the function (1.3).
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CEO of Professional Science Editing for Scientists @ prosciediting.com