Renaissance Mathematics
Renaissance Mathematics refers to the mathematical developments that occurred during the Renaissance period, roughly from the 14th to the 17th century. This era saw a revival of interest in ancient Greek and Roman texts, leading to advancements in algebra, geometry, and arithmetic. Mathematicians like Fibonacci and Niccolò Tartaglia contributed significantly to the field, introducing new methods and concepts that laid the groundwork for modern mathematics.
The period also marked the introduction of decimal notation and the use of Arabic numerals, which replaced the cumbersome Roman numeral system. Additionally, the work of Galileo Galilei and Johannes Kepler integrated mathematics with physics and astronomy, further expanding its applications and influence in science.