terms |
glissette |
As nouns the difference between terms and glissette
is that
terms is while
glissette is (mathematics) the locus described by any point attached to a curve that moves continuously along another fixed curve, the movable curve having no rotation at any instant.
continuous |
glissette |
As an adjective continuous
is without break, cessation, or interruption; without intervening time.
As a noun glissette is
(mathematics) the locus described by any point attached to a curve that moves continuously along another fixed curve, the movable curve having no rotation at any instant.
curve |
glissette |
As nouns the difference between curve and glissette
is that
curve is a gentle bend, such as in a road while
glissette is the locus described by any point attached to a curve that moves continuously along another fixed curve, the movable curve having no rotation at any instant.
As an adjective curve
is bent without angles; crooked; curved.
As a verb curve
is to bend; to crook.
point |
glissette |
In mathematics|lang=en terms the difference between point and glissette
is that
point is (mathematics) to separate an integer from a decimal with a decimal point while
glissette is (mathematics) the locus described by any point attached to a curve that moves continuously along another fixed curve, the movable curve having no rotation at any instant.
As nouns the difference between point and glissette
is that
point is a discrete division of something while
glissette is (mathematics) the locus described by any point attached to a curve that moves continuously along another fixed curve, the movable curve having no rotation at any instant.
As a verb point
is to extend the index finger in the direction of something in order to show where it is or to draw attention to it.
locus |
glissette |
In mathematics terms the difference between locus and glissette
is that
locus is the set of all points whose coordinates satisfy a given equation or condition while
glissette is the locus described by any point attached to a curve that moves continuously along another fixed curve, the movable curve having no rotation at any instant.
As nouns the difference between locus and glissette
is that
locus is a place or locality, especially a centre of activity or the scene of a crime while
glissette is the locus described by any point attached to a curve that moves continuously along another fixed curve, the movable curve having no rotation at any instant.