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Table 2 The sign of the function.
Moreover, we study the sign of the function and deduce suitable comparison results.
It is interesting that the sign of the function (varphi(t)) is allowed to change for (tin[0,T]).
The interesting point is that the sign of the function (varphi (t)) is allowed to change for (tin [0,T]).
The interesting thing is that the sign of the function (varphi(t)) is allowed to be changed for (tin[0,T]).
However, if the sign of the function (varphi(t)) is changeable for (tin[0,T]), then it is unclear from (3.20) whether the balance condition (h1) is satisfied.
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We remark here that from the proof of Lemma 2.2 and Lemma 2.3 in [4], the existence and uniqueness of α and β for the initial value problem (2.1) and (2.2) have no relation with the sign of the functions a and b.
Rabin defines the outcome of a game as a function of the sign of the kindness function of both players.
Once the study of the sign of the aforementioned function is done, maximum and anti-maximum principles follow.
Since the eigenfunctions can be considered to be real, by 'phase' we mean actually the sign of the wave function.
Basically, the algorithm makes one step inward or outward according to the sign of the speed function.
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