Path to the Infinities?
"Mathematics is the queen of sciences
and number theory is the queen of mathematics"
(Carl Friedrich Gauss)
The algebra started as a science of the counting and then it became general abstract area of the operations. The geometry evolved from the land-survey and it became the theoretical science of the spatial contexts. The calculation and measurement methods were more and more necessary because mathematics is becoming more and more abstract. So mathematics bifurcated into two areas and now we are making difference between pure and applied mathematics. No need to be explained why the number theory is the most important area in the theoretical and the applied mathematics. The science of numbers unbrokenly is the key area of mathematics Gauss citing the "queen of mathematics".1
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1 I consider the counting as a special temporal operation and on the other hand the measurement as a spatial one. The geometric algebra is an encounter of algebra and geometry; it means an interconnection between the time and the space. It is no coincidence that the geometric algebra is currently the best way of describing space-time.
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