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Johann I (Jean) Bernoulli (1667-1748) a member of the Swiss family of mathematicians

Johann I (Jean) Bernoulli (1667-1748) a member of the Swiss family of mathematicians


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Johann I (Jean) Bernoulli (1667-1748) a member of the Swiss family of mathematicians

Johann I (Jean) Bernoulli (1667-1748) a member of the Swiss family of mathematicians. Worked on analysis, calculus, celestial mechanics and mechanics. Made Cartesian theory consistent with Keplers laws. Put forward concepts of Subtle Matter and Vis Viva

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Media ID 9765199

© Universal History Archive/Universal Images Group

Analysis Celestial Concepts Family Forward Jean Johann Kepler Laws Mathematician Matter Mechanics Member Scientist Swiss Theory Worked Bernoulli Calculus Cartesian Consistent Mathematicians Subtle Viva


EDITORS COMMENTS
This print showcases Johann I (Jean) Bernoulli, a prominent member of the renowned Swiss family of mathematicians. Born in 1667 and passing away in 1748, Bernoulli made significant contributions to various fields such as analysis, calculus, celestial mechanics, and mechanics. One of his notable achievements was reconciling Cartesian theory with Kepler's laws, which had previously posed challenges for scientists. By bridging these two concepts together, Bernoulli provided a more comprehensive understanding of the universe's workings. Moreover, he introduced groundbreaking ideas like Subtle Matter and Vis Viva that revolutionized scientific thought during his time. These concepts explored the nature of matter and energy in ways that expanded our knowledge beyond traditional boundaries. As an esteemed mathematician and scientist, Jean Bernoulli played a pivotal role in shaping mathematical principles still used today. His relentless dedication to advancing knowledge propelled him forward as a leading figure within the field. This remarkable print serves as a reminder of the intellectual prowess possessed by members of the Bernoulli family. It captures Johann I (Jean) Bernoulli at his finest moment—a visionary thinker who left an indelible mark on mathematics and science through his tireless work and revolutionary theories.

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