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He often topped the teacher's intelligence. In 1847, his father managed to send Riemann to University, allowing him to stop studying theology and start studying mathematics.
He was sent to the University of Gottingen, where he first met fellow mathematician Carl Friedrich Gauss, and attended his lectures on the method of least squares. In 1853, Gauss asked his student to prepare a thesis on the foundations of geometry. Over many months, Riemann developed his theory of higher dimensions. When he finally presented his theory in 1854, the mathematical public received it with much enthusiasm. Riemann had found the correct way to extend into "n" dimensions the differential geometry of surfaces, the same problem for which Gauss had proved his "Theorema Egregium...
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