Homéomorphisme

function, fonction holomorphe holophytic adj. (nut.), holophyte holopneustic(al) adj. (ent.), holopneustique holotype n. (bio., bot., zoo..), holotype m. holozoic adj. (nut.), holozoïque homalocephale n. (paléo.), homalocéphale m. homeomorphism n. (géol., math.) homéomorphisme m. homeomorphous adj. (géol., math.), homéomorphe homeopath = homeopathist homeopathic(al) adj. (méd.), homéopathique homeopathically adv. (méd.), de façon homéopathique homeopathist n. (méd.), homéopathe m. homeopathy n. (méd

function, fonction holomorphe holophytic adj. (nut.), holophyte holopneustic(al) adj. (ent.), holopneustique holotype n. (bio., bot., zoo..), holotype m. holozoic adj. (nut.), holozoïque homalocephale n. (paléo.), homalocéphale m. homeomorphism n. (géol., math.) homéomorphisme m. homeomorphous adj. (géol., math.), homéomorphe homeopath = homeopathist homeopathic(al) adj. (méd.), homéopathique homeopathically adv. (méd.), de façon homéopathique homeopathist n. (méd.), homéopathe m. homeopathy n. (méd

exactly what he was talking about. His object of study was: (1) (2) what Riemann would have called (and we now call) ‘manifolds’—curves, surfaces, . . . up to any number of dimensions (think of the unit sphere in Rn+1 )7 under the relation of ‘homeomorphism’ (same shape); continuity is preserved, but not distance. To give standard examples: (a) manifolds of different dimensions are not homeomorphic (e.g. the circle C and the torus T in Fig. 3); (b) nor are the sphere S and T; (c) but T and the