Heine-borel-theorem Definition

noun

(analysis) A theorem which states that for any subset S of an n-dimensional Euclidean space, S is compact if and only if it is both closed and bounded.

Wiktionary

Origin of Heine-borel-theorem

  • Named after the German Eduard Heine (1821–1881) and the French Émile Borel (1871–1956).

    From Wiktionary

Related Articles

Find Similar Words

Find similar words to heine-borel-theorem using the buttons below.

Words Starting With

HHEHEI

Words Ending With

MEMREM

Unscrambles

heine-borel-theorem

Words Starting With H and Ending With M

Starts With H & Ends With MStarts With HE & Ends With MStarts With H & Ends With EM

Word Length

Words Near Heine-borel-theorem in the Dictionary