Hilbert
Proper noun A German mathematician, David Hilbert (1862-1943), renowned for his foundational contributions to multiple areas of mathematics and mathematical physics. His work significantly influenced modern mathematics.
The word "Hilbert" is used almost exclusively as a proper noun to refer to the person David Hilbert or to concepts, spaces, or problems named in his honor. It is typically used in academic, scientific, and historical contexts.
Examples * David Hilbert presented a famous list of 23 unsolved mathematical problems in 1900. * The Hilbert space is a fundamental concept in functional analysis and quantum mechanics. * Scholars study Hilbert's contributions to the foundations of geometry.
- "Hilbertian" (adjective): Pertaining to or characteristic of the work or ideas of David Hilbert.
- The proof followed a Hilbertian approach to formalism.
- The term is often used attributively in compound nouns within mathematics (see Variants section).
- Hilbert space (n): A complete, infinite-dimensional vector space equipped with an inner product, central to quantum theory.
- Hilbert curve (n): A continuous fractal space-filling curve.
- Hilbert's problems (n): A list of 23 influential mathematical problems presented by Hilbert in 1900.
- Hilbert transform (n): A specific linear operator used in signal processing.
- Hilbertian (adj): Relating to David Hilbert or his methods.
- (As a person) The mathematician Hilbert. (There is no true synonym for the proper name itself.)
The core meaning is the reference to the historical figure David Hilbert. In specialized contexts (e.g., mathematics, physics), the bare name "Hilbert" is frequently understood as shorthand for concepts he pioneered, most notably "Hilbert space."
-
German mathematician (1862-1943)
Khám phá thêm
Các từ liên quan
Từ đồng nghĩa
Từ gần giống
Từ chứa "Hilbert"