1862

1943

David Hilbert was a renowned mathematician known for his significant contributions to various fields of mathematics during the late 19th and early 20th centuries. He was born in Germany in 1862 and became a pioneer in the development of mathematical logic, number theory, and algebraic geometry.

One of Hilbert's most famous achievements was formulating a set of problems known as 'Hilbert's problems,' which played a crucial role in shaping the direction of mathematical research for years to come. These problems covered a wide range of topics, including geometry, number theory, and mathematical physics, and many of them are still studied and researched in modern mathematics.

Hilbert also made important contributions to the theory of invariants, a branch of algebra dealing with properties of objects that remain unchanged under certain transformations. His work in this area laid the foundation for modern abstract algebra and inspired further developments in the field.

For a school student, understanding Hilbert's work may involve exploring concepts such as geometry, number patterns, and algebraic equations. By studying his ideas and the problems he posed, students can gain insights into the fascinating world of mathematics and its applications in various areas of science and technology.

Transum has many activities for the topic 'Sequences' and recommends you try some of them.

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THE HISTORY OF MATHEMATICS PAGE

Print this large QR code and display it on your classroom's History of Mathematics timeline.

When people scan the code with their phones, they'll be directed to this page about David Hilbert.

https://www.transum.org/Maths/History/Mathematician.asp?ID=47