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Endlessly, over scotches and pisco sours, we tossed about our conjectures for the future, those with US passports rightly forecasting the worst for Chile's "socialist experiment".
The implications of the conjectures for other disciplines may not be apparent for years, but for mathematicians the problems are fundamental.
We conclude the paper with some conjectures for further research.
We report four possible conjectures for this finding.
Just don't mistake Jarvis' conjectures for a true primer on Google's roadmap.
Liu [1] put forward four conjectures for a point on the plane of a triangle.
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This is known as the normality conjecture for pi.
Next Smale proved the generalized Poincaré conjecture for all dimensions greater than or equal to five.
British mathematician Klaus Roth had proved the conjecture for three-term progressions in 1953.
Finally, Grigori Perelman proved the conjecture for three dimensions in 2006.
That was Stephen Smale of Berkeley, who in 1960 proved the conjecture for surfaces of five dimensions and higher.
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