Definitions for snubsnʌb
This page provides all possible meanings and translations of the word snub
rebuff, snub, repulse(noun)
an instance of driving away or warding off
snub, cut, cold shoulder(adj)
a refusal to recognize someone you know
"the snub was clearly intentional"
"a snub nose"
ignore, disregard, snub, cut(verb)
refuse to acknowledge
"She cut him dead at the meeting"
rebuff, snub, repel(verb)
reject outright and bluntly
"She snubbed his proposal"
A deliberate affront or slight.
I hope the people we couldn't invite don't see it as a snub.
A sudden checking of a cable or rope.
To slight, ignore or behave coldly toward someone.
To turn down; to dismiss.
He snubbed my offer to help.
To stub out (a cigarette etc).
To halt the movement of a rope etc by turning it about a cleat or bollard etc; to secure a vessel in this manner.
a snub-nosed revolver
Derived from a simpler polyhedron by the addition of extra triangular faces
to sob with convulsions
to clip or break off the end of; to check or stunt the growth of; to nop
to check, stop, or rebuke, with a tart, sarcastic reply or remark; to reprimand; to check
to treat with contempt or neglect, as a forward or pretentious person; to slight designedly
a knot; a protuberance; a song
a check or rebuke; an intended slight
In geometry, an alternation or partial truncation, is an operation on a polygon, polyhedron, tiling, or higher dimensional polytope that removes alternate vertices. Coxeter labels an alternation by a prefixed by an h, standing for hemi or half. Because alternation reduce all polygon faces to half as many sides, it can only be applied for polytopes with all even-sided faces. An alternated square face become a digon, and being degenerate degenerated is usually reduced into a single edge. More generally any vertex-uniform polyhedron or tiling with a vertex configuration consisting of all even-numbered elements can be alternated. For example the alternation a vertex figure with 2a.2b.2c is a.3.b.3.c.3 where the three is the number of elements in this vertex figure. A special case is square faces whose order divide in half into degenerate digons. So for example, the cube 4.4.4 is alternated as 126.96.36.199.2.3 which is reduced to 3.3.3, being the tetrahedron, and all the 6 edges of the tetrahedra can also be seen degenerate faces of the original cube.
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