Exact(15)
If, then we introduce the functions,, (3.52).
for and introduce the functions and defined by (4.44).
This course will introduce the functions of several human body systems.
By the change of variable (t=lnfrac{r}{R}), we introduce the functions (hat{a}_{m}(t):=a_{m}(Re^{t})).
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}).
For later use, we also introduce the functions φ t (t>0): varphi_{t}left r,xright):=left{ begin{array}{ll} pleft(frac{tleft r-tright)}{r},x,0right), & 0
Similar(45)
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.
Further, introduce the function (1.3).
First, we introduce the function (2.37).
To simplify the notation, we introduce the function (4.37).
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