"This is the simplest possible conjecture about pi," Gregory said.
Stated in this simple form, this conjecture is probably incorrect, for three reasons.
We give a simple proof of this conjecture.
We conjecture that simple modifications to undergraduate curricula to expose biologists to more mathematics, and vice versa, are unlikely to reap benefits in the workplace unless basic issues of team performance also are addressed.
Bolzano does not give a list of simple ideas but occasionally conjectures that a given idea is simple.
By comparing observed data of the actual system with the model frequencies obtained from the simple wave equations, they conjectured that the continuum model can provide information about the low frequency modes of the system.
As explained by Skudlinski et al. [ 36] and Mueller et al. [ 37], however the interactions between TSH and TSHR are very complex and therefore expectation of a simple positive feedback loop conjectured here may be overly simplistic.
Although this conjecture looks very simple, it is still an open problem.
For a simple empirical verification of this conjecture, we determined the values of K, μ, L, and q in the above conditions through numerical fitting of the first 23 eigenvalues and e constants of the exact distribution for a network of size N = 800 (see Fig. 9(a), (b)) and compared the resulting probability distribution with the exact distribution.
