Aglay (tusnakt)

aglay
Isefka
Amur seg	ellipsoïde (fr) d Uzmig
Formule (fr)
Yettubeggen s	tamezza, aire de surface (fr) , Allunmas d Tigni

Aglay (s Teglizit: Ellipse) d tameknut isebṭen i d-iteggen s uylan-a: tanafa n tiddi n yal agaz deg tmeknut-a ɣef sin n wagazen ibedden s agensu-ines (ttwasemman idiken) ittɣamay ibedd.^[1]

idiken d agazen F1 d F2 deg telɣa.

Ihi yezmer ad yili usuneɣ n uglay s weɣris yettusbedden seg ijufaṛ-is deg sin n wagazen F1 d F2, d usuneɣ n uglay fell-asen s yimru seg wagaz X.

Aglay daɣen d yiwet n telmest n ikaswaranen, mi ara ad tettwagzam ukaswar s weswir imalen deg ugellus n ukaswar ad nessuffeɣ aglay.

Iylanen ẓreg

Tigda tiljibriyin d wenkaz alemmas ẓreg

Tirrayin n usuneɣ n uglay ẓreg

Tajumma n uglay ẓreg

Imniren ẓreg

Ẓeṛ daɣen ẓreg

↑ E. Hartmann: Lecture Note 'Planar Circle Geometries', an Introduction to Möbius-, Laguerre- and Minkowski Planes, p. 55 Archived 2017-12-15 at the Wayback Machine

[1] E. Hartmann: Lecture Note 'Planar Circle Geometries', an Introduction to Möbius-, Laguerre- and Minkowski Planes, p. 55 Archived 2017-12-15 at the Wayback Machine

[1]

aglay

Isefka
Amur seg	ellipsoïde ^(fr) d Uzmig
Formule ^(fr)	$\left({\frac {x}{a}}\right)^{2}+\left({\frac {y}{b}}\right)^{2}=1$
Yettubeggen s	tamezza, aire de surface ^(fr) , Allunmas d Tigni