Chapter 16: 1826, Jacobi

In 1826, Carl Gustav Jacob Jacobi made significant advancements in the development of orthogonal polynomials, a foundational concept in mathematics. Born in Potsdam, then part of the Kingdom of Prussia (now Germany), Jacobi's work laid the groundwork for understanding these polynomials, which are essential in numerical analysis and theoretical physics. His contributions were pivotal during the reign of Frederick the Great, when Potsdam flourished as an administrative and cultural center, particularly under the patronage of the Prussian royal house. The study explores how Jacobi's mathematical innovations emerged within this historical context, highlighting their enduring impact on both mathematics and science.

(Ed.). (2025). Chapter 16: 1826, Jacobi. The Birth and Early Developments of Orthogonal Polynomials, 237–250. https://doi.org/10.1137/1.9781611978513.ch16