cuspidal conic - перевод на русский
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cuspidal conic - перевод на русский

SUBFIELD OF CONVEX OPTIMIZATION
Conic programming

cuspidal conic      

математика

остроконечная кривая второго порядка

latus rectum         
  • The [[paraboloid]] shape of [[Archeocyathid]]s produces conic sections on rock faces
  • Standard forms of a hyperbola
  • Standard forms of a parabola
  • Standard forms of an ellipse
  • Diagram from Apollonius' ''Conics'', in a 9th-century Arabic translation
  • Development of the conic section as the eccentricity ''e'' increases
  • L}} (''e'' = ∞). The red circle (''e'' = 0) is included for reference; it does not have a directrix in the plane.
  • Parallelogram method for constructing an ellipse
  • Conic parameters in the case of an ellipse
  • Definition of the Steiner generation of a conic section
  • Cyclopaedia]]'', 1728
  • 4: [[Hyperbola]]}}
CURVE OBTAINED BY INTERSECTING A CONE AND A PLANE
Conic sections; Conic; Conics; Latus rectum; Conic Sections; Quadratic curve; Conic Sections in Polar Coordinates; Semilatus rectum; Semilatus Rectum; Semi-latus rectum; Conics intersection; Focal parameter; Focal Parameter; Conic Section; Latus Rectum; Dual conic; Directrix (conic section); Directrix of a conic section; Quadratic plane curve; Conic equation; Conic parameter

общая лексика

фокальный параметр

focal parameter         
  • The [[paraboloid]] shape of [[Archeocyathid]]s produces conic sections on rock faces
  • Standard forms of a hyperbola
  • Standard forms of a parabola
  • Standard forms of an ellipse
  • Diagram from Apollonius' ''Conics'', in a 9th-century Arabic translation
  • Development of the conic section as the eccentricity ''e'' increases
  • L}} (''e'' = ∞). The red circle (''e'' = 0) is included for reference; it does not have a directrix in the plane.
  • Parallelogram method for constructing an ellipse
  • Conic parameters in the case of an ellipse
  • Definition of the Steiner generation of a conic section
  • Cyclopaedia]]'', 1728
  • 4: [[Hyperbola]]}}
CURVE OBTAINED BY INTERSECTING A CONE AND A PLANE
Conic sections; Conic; Conics; Latus rectum; Conic Sections; Quadratic curve; Conic Sections in Polar Coordinates; Semilatus rectum; Semilatus Rectum; Semi-latus rectum; Conics intersection; Focal parameter; Focal Parameter; Conic Section; Latus Rectum; Dual conic; Directrix (conic section); Directrix of a conic section; Quadratic plane curve; Conic equation; Conic parameter

математика

фокальный параметр

Определение

CONIC
["Dynamic Configuration for Distributed Systems", J. Kramer et al, IEEE Trans Soft Eng SE-11(4):424-436 (Apr 1985)].

Википедия

Conic optimization

Conic optimization is a subfield of convex optimization that studies problems consisting of minimizing a convex function over the intersection of an affine subspace and a convex cone.

The class of conic optimization problems includes some of the most well known classes of convex optimization problems, namely linear and semidefinite programming.

Как переводится cuspidal conic на Русский язык