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This example is a modification of the example of Zhang et al. [34].
For the case, we have the following counterexample which is a modification of the example of Czerwik [16].
This example is a modification of the example of Gajda [6] for the additive functional inequality (see also [7]).
In fact, the functional Equation (1.2) is not stable for r = 1 in (3.13) as we shall see in the following example, which is a modification of the example of Gajda [41] for the additive functional inequality (see also [20]).
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We treat the radial case and show that a simple modification of the previous example yields an example of (26) that has many first order solutions.
In fact, a slight modification of this example will allow us to obtain the result of Zemanek [8] about the existence of square roots in certain Banach algebras.
Further modifications of the model will include, for example, the impenetrability of the fibers.
This shows that the long binding site groove of Chit42 offers possibilities for modification of the enzyme toward, for example, pharmaceutically relevant oligosaccharides, e.g. COSs with defined acetylation patterns or substitutions at defined positions.
The following modification of [35], Example 3.22, shows that condition 'A is a finite set' cannot be omitted in the preceding theorem (compare Remark 2).
Histone modification is one of the examples of these mechanisms leading to variation of SM production.
Antigenic variation of LPS on the other hand may arise from phase variation of one or more enzymes involved in the synthesis of the oligosaccharide chain by SSM, or by modification of LPS, for example by the addition of sialic acid [ 32].
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