- In
geometry a
conoid (from Gr**** κωνος 'cone' and -ειδης 'similar') is a
ruled surface,
whose rulings (lines)
fulfill the
additional conditions: (1)...
-
called the
trapezoid line and a tubercle; the
conoid tubercle for
attachment with the
trapezoid and the
conoid ligament, part of the
coracoclavicular ligament...
- In geometry, Plücker's
conoid is a
ruled surface named after the
German mathematician Julius Plücker. It is also
called a
conical wedge or cylindroid;...
-
Archimedes of
Syracuse (/ˌɑːrkɪˈmiːdiːz/ AR-kim-EE-deez; c. 287 – c. 212 BC) was an
Ancient Gr**** mathematician, physicist, engineer, astronomer, and inventor...
- In geometry, a
right conoid is a
ruled surface generated by a
family of
straight lines that all
intersect perpendicularly to a
fixed straight line, called...
- On
Conoids and
Spheroids (Ancient Gr****: Περὶ κωνοειδέων καὶ σφαιροειδέων) is a
surviving work by the Gr****
mathematician and
engineer Archimedes (c. 287...
- The
conoid ligament is the
posterior and
medial fasciculus of the
coracoclavicular ligament. It is
formed by a
dense band of fibers,
conical in form, with...
-
horizontal plane around the
origin as it
moves up and down,
forms Plücker's
conoid or cylindroid, an
algebraic ruled surface in the form of a self-crossing...
-
northern Spain closely resembles a fan vault, but it does not form a
perfect conoid. John
Harvey (1978)
suggests Catherine of
Aragon as a
possible source of...
-
apical complex consists of a set of
spirally arranged microtubules (the
conoid), a
secretory body (the rhoptry) and one or more
polar rings. Additional...
