Hausdorff Space

(redirected from T2 space)

Hausdorff space

[′hau̇s·dȯrf ‚spās]
(mathematics)
A topological space where each pair of distinct points can be enclosed in disjoint open neighborhoods. Also known as T2 space.

Hausdorff Space

 

in mathematics, an important type of to pological space. A Hausdorff space is a topological space wherein any two points have nonintersecting neighborhoods. Such spaces were first defined in 1914 by F. Hausdorff, who carried out a detailed study of them.

References in periodicals archive ?
9 30 3 65 (each side) Sag T2 FSE DIXON-W FSE 2400 85 30 3 65 (affected side) Cor FS T1 602 11 30 3 51 post contrast DIXON-W Sag FS T1 721 11 30 3 55 post contrast DIXON-W (affected side) Sag T2 SPACE 1500 120 30 1 97 C-spine Sequence NEX Time (min:sec) Cor T1 TSE 3 3:30 Cor T2 - 2 1:34 DIXON-W FSE Axial T1 3 3:30 Axial T2 - 2 1:34 DIXON-W FSE Sag T1 SE 2 3:30 (each side) Sag T2 FSE DIXON-W FSE 1 3:00 (affected side) Cor FS T1 2 1:03 post contrast DIXON-W Sag FS T1 1 2:04 post contrast DIXON-W (affected side) Sag T2 SPACE 2 4:10 C-spine FSE = fast spin echo, FOV = field of view, TSE = turbo spin echo, SE = spin echo, FS = fat sat, TR = time to repeat, NEX = number of excitations, ST = slice thickness
Using a 3-dimensional (3D) isotropic dataset, such as T2 SPACE, a single acquisition can yield high-resolution images with the option of infinite reformatting without loss of resolution.
EVirgin America's additional investments in sustainable design for its T2 spaces and "Virgin Village" crew lounge are aimed at the highest possible LEED[umlaut] Platinum-certified status.