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Remark 2 From Corollary 2 and by considering Theorem 1, we can easily deduce that the set of generating functions for a minimal but inefficient presentation can be presented as a single element.
(12) A further potential therapeutic application of endosomal protease inhibitors would be immune modulation since several recent studies demonstrate that the proteolytic activity in endosomes of antigen presenting cells may be too high, leading to antigen destruction and inefficient presentation to T-cells.
Therefore, if we suppose gcd ( k − 1, n ) = 1, then we obtain an inefficient presentation.
Clearly, n must be an odd prime and the P G given in (6) be an inefficient presentation.
As a next step of Theorem 6 and as a consequence of Theorem 4, we will deal with the array polynomials which are obtained from a minimal but inefficient presentation.
The inefficient presentation of Lpl could also reflect the expansion and thickening of basement membranes that occurs in various tissues (1.4 to 2-fold) due to Col18 deficiency [11].
Similar(51)
In the light of this thought, in this paper, a connection between special (efficient and inefficient) presentations defined on infinite groups (and monoids) and some generating functions related to the special polynomials and numbers will be investigated.
In Section 2, by reminding the results in [9], we will define characteristic polynomials related to the efficient and inefficient presentations, and then we will investigate the generating functions (in terms of array polynomials) over both these presentations and characteristic polynomials.
Accordingly, ACKR2-deficient mice display relatively inefficient antigen presentation from inflamed sites.
Antigen bounded to 50 nm beads was shuttled rapidly to an acidic environment within half an hour post-exposure to cells, leading to its rapid and unregulated degradation and inefficient cross-presentation.
Theorem 2.7 The inefficient but minimal presentation P M defined in (7) has a set of generating functions.
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