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Although numerical studies back up the experimental conjecture, an analytical proof of the existence of periodic solutions of (1.1) for (ain 0,frac{1}{4})) is still lacking.
An experimental conjecture on the existence of positive periodic solutions for the Brillouin electron beam focusing system (x"+a(1+cos 2t)x=forc{1}{x}) for (ain 0,frac{1}{2})) is proved by applications of the Manasevich-Mawhin theorem.
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Combining the above theoretical and experimental results, we conjecture that the deterministic matrix F constructed by MCSGD algorithm further improves the detection performance of MOMMP algorithms.
Based on the experimental observations, we conjecture the existence of a dense set of unstable time steps when arbitrary rational ratios of time steps are considered.
Avogadro called such conglomerations molecules, and, on the basis of experimental work, he conjectured that the molecules in a gas of hydrogen or oxygen are formed from pairs of atoms.
Based on the information from experimental observations, they conjectured a spatiotemporal picture of shear-banding during serrated flow, and further explained the inhomogeneous deformation during the indentation [10].
In this work, the observation of the SSW event in 2013 is an experimental evidence to that conjecture.
This study thus provides experimental evidence to the conjecture proposed earlier and revealed new aspects of interactions on the vertical coupling of atmospheres.
Supporting this conjecture is experimental evidence for a SulP-like sulfate-HCO3 - antiporter in rat [ 12].
Such features have long been suggested by population dynamics models but here we present the first large scale experimental verification of the conjectured behaviours.
A review of experimental data and theoretical conjectures both contribute to this synthesis, creating new hypotheses for future research.
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