wikidiffcom |
cissoid |
As a noun cissoid is
(geometry) any of a family of curves defined as the locus of a point,
p'', on a line from a given fixed point and intersecting two given curves, ''c''1 and ''c''2, where the distance along the line from ''c''1 to ''p'' remains constant and equal to the distance from ''p'' to ''c 2.
cisoid |
cissoid |
As an adjective cisoid
is (organic chemistry) describing a synperiplanar spatial arrangement of two conjugated double bonds about the intervening single bond; s-cis.
As a noun cissoid is
(geometry) any of a family of curves defined as the locus of a point,
p'', on a line from a given fixed point and intersecting two given curves, ''c''1 and ''c''2, where the distance along the line from ''c''1 to ''p'' remains constant and equal to the distance from ''p'' to ''c 2.
terms |
cissoid |
As nouns the difference between terms and cissoid
is that
terms is while
cissoid is (geometry) any of a family of curves defined as the locus of a point,
p'', on a line from a given fixed point and intersecting two given curves, ''c''1 and ''c''2, where the distance along the line from ''c''1 to ''p'' remains constant and equal to the distance from ''p'' to ''c 2.
cissoid |
rissoid |
As nouns the difference between cissoid and rissoid
is that
cissoid is (geometry) any of a family of curves defined as the locus of a point,
p'', on a line from a given fixed point and intersecting two given curves, ''c''1 and ''c''2, where the distance along the line from ''c''1 to ''p'' remains constant and equal to the distance from ''p'' to ''c 2 while
rissoid is (zoology) any of the spiral gastropods of the genus (
taxlink) or family
(taxlink) , found both in fresh and salt water.
cirsoid |
cissoid |
As an adjective cirsoid
is (medicine) varicose.
As a noun cissoid is
(geometry) any of a family of curves defined as the locus of a point,
p'', on a line from a given fixed point and intersecting two given curves, ''c''1 and ''c''2, where the distance along the line from ''c''1 to ''p'' remains constant and equal to the distance from ''p'' to ''c 2.
cissoid |
cissid |
As nouns the difference between cissoid and cissid
is that
cissoid is (geometry) any of a family of curves defined as the locus of a point,
p'', on a line from a given fixed point and intersecting two given curves, ''c''1 and ''c''2, where the distance along the line from ''c''1 to ''p'' remains constant and equal to the distance from ''p'' to ''c 2 while
cissid is (zoology) any member of the cissidae.
cissoidal |
cissoid |
Related terms |
Cissoidal is a related term of cissoid.
As an adjective cissoidal
is of or pertaining to a cissoid.
As a noun cissoid is
(geometry) any of a family of curves defined as the locus of a point,
p'', on a line from a given fixed point and intersecting two given curves, ''c''1 and ''c''2, where the distance along the line from ''c''1 to ''p'' remains constant and equal to the distance from ''p'' to ''c 2.
locus |
cissoid |
As nouns the difference between locus and cissoid
is that
locus is a place or locality, especially a centre of activity or the scene of a crime while
cissoid is (geometry) any of a family of curves defined as the locus of a point,
p'', on a line from a given fixed point and intersecting two given curves, ''c''1 and ''c''2, where the distance along the line from ''c''1 to ''p'' remains constant and equal to the distance from ''p'' to ''c 2.
cissoid |
conchoid |
see also |
As nouns the difference between cissoid and conchoid
is that
cissoid is any of a family of curves defined as the locus of a point,
P, on a line from a given fixed point and intersecting two given curves,
C1 and
C2, where the distance along the line from
C1 to
P remains constant and equal to the distance from
P to
C2 while
conchoid is any of a family of curves defined as the locus of points
p, such that each
p is on a line that passes through a given fixed point
P and intersects a given curve,
C, and the distance from
p to the point of intersection with
C is a specified constant (note that for nontrivial cases two such points
p satisfy the criteria, and the resultant curve has two parts).