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The development of mathematics toward greater precision has led, as is well known, to the formalization of large tracts of it, so that one can prove any theorem using nothing but a few mechanical rules… One might therefore conjecture that these axioms and rules of inference are sufficient to decide any mathematical question that can at all be formally expressed in these systems. It will be shown below that this is not the case, that on the contrary there are in the two systems mentioned relatively simple problems in the theory of integers that cannot be decided on the basis of the axioms.
I must admit that when I chose the name, vitamine, I was well aware that these substances might later prove not to be of an amine nature. However, it was necessary for me to choose a name that would sound well and serve as a catchword, since I had already at that time no doubt about the importance and the future popularity of the new field.
God never intended us to want anything more than we want Him. Just the slightest glimpse into His Word proves that, Look at what the Bible says about God’s chosen people, the Israelites, when they wanted food more than they wanted God: ‘They willfully put God to the test by demanding the food they craved’ (Psalm 78:18). Yikes