Definition of Hilbertian. Meaning of Hilbertian. Synonyms of Hilbertian

- David Hilbert (/ˈhɪlbərt/; German: [ˈdaːvɪt ˈhɪlbɐt]; 23 January 1862 – 14 February 1943) was a German mathematician and philosopher of mathematics and...
- a finite degree extension of a Hilbertian field is Hilbertian and any finitely generated infinite field is Hilbertian. There are several results on the...
- affine space over a Hilbertian field is generically bijective with a rational inverse defined over the same field. ("Hilbertian field" being defined...
- There are many Hilbertian fields, i.e., fields satisfying Hilbert's irreducibility theorem. For example, number fields are Hilbertian. The irreducible...
- sufficient condition for a separable extension of a Hilbertian field to be Hilbertian. Let K be a Hilbertian field and L a separable extension of K. ****ume...
- Schoenberg he wrote several items investigating translation invariant Hilbertian metrics on the real number line which resulted in their complete classification...
- a finite order underpins functional prin****l component analysis. The Hilbertian point of view is mathematically convenient, but abstract; the above considerations...
- Hilbert–Speiser field, a field with a normal integral basis Hilbertian field, a field supporting a Hilbertian variety, one which is not "thin" This disambiguation...
- formula then extends by sesquilinearity to an inner product on H1 ⊗ H2. The Hilbertian tensor product of H1 and H2, sometimes denoted by H1 ⊗ ^ {\displaystyle...
- n.d. kernel. This is only true for Hilbertian distances, where distance d {\displaystyle d} is called Hilbertian if one can embed the metric space (...