This makes you a very interesting person to be around and causes you to never be bored. The depth of curiosity you have for life keeps you interested in even the smallest things. Here are three reasons to love and embrace your polymathic tendencies:
It will also make you better at everything you do. Commit to mastery and you’ll become a successful polymath.ĭon’t let society tell you what you can and cannot do.Įmbrace your polymathic tendencies and as a result, you’ll feel a greater sense of freedom. You are already a philomath if you consider yourself to have many interests. We have access to more information than ever so becoming a polymath is possible for any of us. But if you’ve spent a good portion of your life feeling frustrated because time spent doing one thing means taking time away from another thing, you may be a polymath. There may not be as much of a need for people to be experts at many different things these days. Other areas were story, poetry, government, metaphysics, geology and zoology. These fields included logic, rhetoric, ethics and physics. He also loved music, mathematics, engineering, literature, anatomy, geology, astronomy, botany, writing, history and cartography.Īristotle: also called “the master” or, “the philosopher.” He contributed to diverse fields of study. His areas of interest included invention, painting, sculpting, architecture and science. Leonardo was a very curious and imaginative man. Leonardo da Vinci: known as the “Universal Genius”, or the “Renaissance Man”. Furthermore, he was also a freemason, postmaster, scientist, inventor, humorist, civic activist, statesman, and diplomat.
Franklin was a renowned polymath and a leading author, printer and politician.
Three of the most well-known polymaths in history are,īenjamin Franklin: one of the Founding Fathers of the United States. Many of the great heros and inventors of the past were considered to be polymaths.ĭuring the Renaissance period, people were generally expected to be well-rounded and knowledgeable in a variety of different fields.
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