Linked from

The 10 pages that link to Hyperbola, each with the reason it gives.

• CircleCompared with: It is an open conic, unlike the closed circle.

• Conic sectionBroader topic: A plane cutting both nappes produces two branches.

• EllipseCompared with: Its focal condition uses a constant difference rather than an ellipse’s constant sum.

• ParabolaCompared with: A hyperbola has eccentricity above one and two branches, unlike a parabola.

• Apollonius of PergaBroader topic: Apollonius established the name and geometric treatment of this conic.

• Focus (geometry)Broader topic: Its two foci define a constant-difference condition, unlike an ellipse.

• Implicit differentiationBroader topic: Its branches can be studied from one equation without isolating a variable.

• ConeBroader topic: A plane intersecting both halves of a double cone produces this section.

• MenaechmusBroader topic: Intersecting a hyperbola with a parabola yields a construction for the required cube root.

• Hyperbolic angleNarrower topic: The unit hyperbola is the specific curve on which hyperbolic angle is defined.