Luca Pacioli

Lodovico Ferrari and the quartic equations

Lodovico Ferrari and the quartic equations

On February 2, 1522, Italian mathematician Lodovico Ferrari was born, who was the first to find an algebraic solution to the biquadratic, or quartic equation. Lodovico Ferrari – Early Years Born in Bologna, Italy, Lodovico’s grandfather, Bartholomew Ferrari, was forced out of Milan to Bologna. Lodovico settled in Bologna, Italy and by chance, he was able to start his career as servant of one of the most famous mathematicians of the time,…
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Piero della Francesca and the Use of Geometric Forms and Perspective

Piero della Francesca and the Use of Geometric Forms and Perspective

On October 12, 1492, Early Renaissance painter Piero della Francesca passed away. His painting is characterized by its serene humanism, its use of geometric forms and perspective. Piero della Franchesca – Early Years Piero della Franchesca probably spent his education and youth in Florence, where in the 1430s a bright, pastel coloration was cultivated, which was also propagated by Leon Battista Alberti in his painting treatise (trattato della pittura) in 1435. Above…
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