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Johannes Kepman's Impact On Science

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Johannes Kepler was the most influential scientist in astronomy who had an enormous impact on all different aspects of science, eventually paving the way for more thinkers like him to come and earning the nickname “father of modern astronomy”.

Cajori, Florian. “Johannes Kepler, 1571-1630” The Scientific Monthly, Vol. 30.5 (1930): 385-393. Web.
Cajori describes the details of Kepler’s researching years, from publishing his first book at the young age of 25, to meeting Tycho Brahe and discovering his laws. Kepler was always enthusiastic and persistent with his work and unlocked many mysteries that even the Greeks and Copernicus could not unravel. An example of his persistence is when he is assigned to research Mars’ orbit and says, “But the …show more content…

He sought out the philosophical meaning behind everything Kepler did. He demonstrates Kepler’s impact through the plethora of writers who were dazed by Kepler's Complex mind and wrote books and articles about him.. Kepler’s most well-known book, Astronomia Nova, had such a great impact on the world of astronomy, it is considered one of the great reformers of the ‘astronomical revolution”. “He argued that an astronomer must seek hypotheses that not only predict the phenomena accurately, but are also physically plausible, and this principle served him well in his warfare on Mars”(236). Kepler inspired many writers and philosophers to think in more complex …show more content…

He was distrustful with algebra because he says, “For it conflicted with the sensual evidence that Kepler took as fundamental. If his task was to render the harmonic intervals intelligible, Kepler had to throw out algebra”(58). Kepler preferred to use classical geometry instead of the new algebra because he enjoyed connecting his work with musical harmonies. Kepler showed his persistence and commitment to his mathematical philosophies, “Kepler treats mathematics, particularly geometry, as a way of gaining access into nature’s secrets, not merely deducing consequences of unexamined axioms” (55). His dedication inspired many others like Descartes to explore geometry further and make great mathematical

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