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Peter D. Lax

    Peter David Lax is a Hungarian-born American mathematician whose work spans both pure and applied mathematics. He is renowned for his foundational contributions to fields such as integrable systems, fluid dynamics, shock waves, and solitonic physics. His influential conjectures, like the one concerning matrix representations for third-order hyperbolic polynomials, inspired and impacted mathematicians across various disciplines for decades. Lax's approach to tackling complex mathematical problems and his profound understanding of mathematical principles have left an indelible mark on modern mathematics.

    In the Arena
    Calculus With Applications
    • Calculus With Applications

      • 516 pages
      • 19 hours of reading

      Focusing on single variable calculus, the book presents essential theorems in a clear manner. It also introduces complex numbers and complex-valued functions, highlighting key applications of calculus. Additionally, readers will find an introduction to probability and information theory, making it a comprehensive resource for understanding these mathematical concepts.

      Calculus With Applications
    • In the Arena

      • 256 pages
      • 9 hours of reading

      A collection of illustrated articles about select candidates who ran for and lost the election for the office of U.S. President, from Aaron Burr in 1800 to Hillary Clinton in 2016; includes a foreword by the 1988 Democratic nominee for president, Michael Dukakis.

      In the Arena