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"It's a very fuzzy argument," said Nathan Glazer, professor emeritus of education and sociology at Harvard, "and it's very hard to set bounds for it and it's very hard to say who represents diversity".
Clipping is used to set bounds for s.
In order to obtain reachable set bounds for a linear dynamic system, we state some useful lemmas and some novel inequalities firstly.
Clipping technique is used to set bounds for s, so that 0 ≤ s ≤ 1 Non-linear ion drift [46, 68] f2 = a × vpn m DC hysteresis not present.
As a result, certain window functions [94 99] which acts as limiting functions is introduced into the model to set bounds for the device.
Second, even if a population threshold were to exist, it would generally not be possible to set bounds for its value without making unverifiable assumptions.
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Moreover, the authors focused on reachable set bounding for linear systems with discrete and distributed delays in [1, 2].
The problem of reachable set bounding for time-delay systems has received considerable attention in recent years, for instance, [1 11] and the references therein.
If (tau_{m}leqtau(t)leqtau_{M}), (dot{tau}(t)leqmu<1), we get the reachable set bounding for dynamic system (2) in Theorem 1.
Motivated by the above discussions, in this paper we aim to study the reachable set bounding for linear systems with discrete and distributed delays.
In this paper, the problem of reachable set bounding for linear systems with both discrete and distributed delays has been investigated.
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