I must, however, give some reason for believing P; this much cannot, however, be said of a guess.
Dretske brings reliability into the picture by imposing the condition that, if S knows that p, then S has a conclusive reason for p: a reason such that, if p were false, S would not have it.
In general, given a wavelet ψ, there does exist a lower bound for p. One possible reason for p there having a lower bound may lie in sum_{sinmathbb{N}}[!![log_{2} s]!!]| psi|^{p}(s)sim int_{1}^{infty } bigl[log_{2} (1+x) bigr] Psi^{p}(x),dx.
Generally, we agree with Dr. Adami that our arguments against variable fitness landscapes being the main reason for P < 1 are not water-tight.
p-Xylene is able to access the pore space of silicalite relatively easily while m-xylene is able to access the pore space only with difficulty; this seems to be the primary reason for p-selectivity.
Owens (2000) offers the provocative thesis that when a speaker transmits the knowledge that p to a hearer, the hearer may be held to have borrowed the speaker's reasons for p, without necessarily knowing their content.
The difference between the two periods was not significant (p = 0.094) (Table 2), even after controlling for age at admission and reason for admission (p = 0.129, Additional file 1).
When R meets this condition, Dretske says R is a conclusive reason for believing p. Third, the Kripkesque barn case is one about which intuitions will vary.
There was no significant difference in the rate of a final neurological diagnosis based on the clinical reason for consult (p = 0.13).
There was no significant difference in the rate of neurological diagnosis based on the clinical reason for consult (p = 0.13), as shown in Table 4.
