A positive answer was verified by contacting the treating physician by phone.
A positive answer was obtained by Haken (1985) for the system known as resolution on which many automated theorem-provers are based.
The closest response to a positive answer was provided by one respondent (5.6%) who gave a 'no' response but then went on to comment: "I personally feel that our school's existing provision on CAM is too little, but any curricular element has to justify its inclusion" (table 1, comment 29).
Therefore, we provide a positive answer to the question by establishing the asymptotic equivalence between stochastic and deterministic energy sources, from both theoretical and practical aspects.
In this paper, we give a positive answer to this question by introducing the notion of (C^ -valued G-C^ -valuedns and then proving a fixed point theorem for such contractions.
A question naturally appears: "can we still establish some criteria for the existence of at least double or triple positive solutions in the generalized boundary value problems (1.4) and (1.5)?" In this paper, we will give a positive answer to this question by virtue of the Avery-Henderson fixed point theorem and the five functionals fixed point theorem.
Concerning the issue whether self-reference can be avoided in deriving paradoxes, and hence whether there are genuine contradictions arising from ungroundedness, a positive answer has been given by the semantical paradox of Yablo 1995 (there are infinitely many agents a0, a1, a2, etc., each one claiming the same sentence: "at least one agent following me is lying"; but this yields a contradiction).
This work gives a positive answer to the conjecture proposed by Lou et al. in [34] by considering a more general model under certain conditions, and also, can be seen as a further development of He and Ni [19] for competition diffusion system, where we bring new ingredients in the arguments to overcome the difficulty caused by the involvement of advection.
Cerebrovascular disease was identified by a positive answer to the query "have you ever had a stroke?" and required confirmation by the interviewing physician.
In particular, we obtain a result which gives a positive answer to a question asked by H. Brezis and M. Marcus.
