Based on anecdotal evidence from the RNA model, we conjecture that this condition is not globally fulfilled, but rather confined to regions where the genotype phenotype map is continuous.
While acknowledging that their model is not directly comparable to Boyd et al.'s, they note that punishment and cooperation are linked in that model, and conjecture that selection would not lead to the evolution of punishment if this were not the case.
As K j = ∞ assumptions are applied to these equations to remove specific terms one at time, two at a time, and so on, corresponding nodes are removed from graph A to create graphs B to P and thus models that conjecture that the deleted nodes/complexes are not detectable above noise.
Such evidence supports longstanding conjectures that religions endure from their prosocial effects (see section " How the charismatic model explain puzzles in the data on religious cooperation").
A testable consequence of the model is the conjecture that the rate-of-profit distribution is consistent with a parameter-mix of a ratio of normal variates with means and variances that depend on a firm size parameter that is distributed according to a power-law.
This feature of the quantum circuit model supports the conjecture that the power of quantum computers, if any, lies not in quantum dynamics (i.e., in the Schrödinger equation), but rather in the quantum state, or the wave function.
Someone conjectures that if Ann isn't home, Bob is.
