• Wikipedia:Reference desk/Mathematics
• Wikipedia talk:WikiProject Mathematics

• /Sandbox
• /Scratchpad
• /Unreferenced article work
• /Curves checklist
• /To do list
• /Proofs articles for cleanup
• /Rules of cruft
• /Errors in MathWorld
• Most viewed math articles
• Wikipedia:Coverage of Mathworld topics
• WP 0.8 Math topics

• /New Article Work
• /Cycloidal curves
• /Mean proportional
• /Inverse conic section
• /Polyomino tiling
• /MathPages (Template sandbox)

• Help:Cheatsheet

• Mathworld
• PlanetMath
• The MacTutor History of Mathematics
• Cut-the-knot
• Springer EoM
• DML
• U of M Hist. Math. Collection

• MacTutor's Famous Curves Index
• www.2dcurves.com
• "Courbes 2D" at Encyclopédie des Formes Mathématiques Remarquables
• Visual Dictionary of Special Plane Curves
• National Curve Bank
• "Trochoids" at Interactive Math
• Another French site

• Eagles, try also

• R.C. Yates (1952). "???". A Handbook on Curves and Their Properties. Ann Arbor, MI: J. W. Edwards. pp. ??.

• W.H. Besant (1907). Conic Sections. London: George Bell and Sons. pp. ??.

• A.B. Basset (1901). An Elementary Treatise on Cubic and Quartic Curves. London: Deighton Bell and Co. pp. ??.

• J. Edwards (1892). Differential Calculus. London: MacMillan and Co. pp. ??.

• Thomas Little Heath, T.L. (1908). The thirteen books of Euclid's Elements. Vol. ?. The University Press. pp. ???.

• Salmon, George (1879). Higher Plane Curves. Hodges, Foster and Figgis. pp. ??.

• Smith, D.E. (1951∨1958). History of Mathematics. Vol. ?. Courier Dover Publications. pp. ??. ISBN 0486204308. {{cite book}}: Check date values in: |year= (help)CS1 maint: year (link)

• Benjamin Williamson (1899). An elementary treatise on the differential calculus. Logmans, Green, and Co. pp. 227 ff.

v1 v2 v3(Ba-Br) v4(Br-Ch) v5 v6 v7 v8 v10 v11 v12 v13 v14 v15 v16 v17 v18(Pa-Po) v19(Po-Ri) v20(Ri-Sh) v21 v22 v23

Harvard: v1 v2 v3 v3-4 v4 v5 v7 v7 v8 v9 v11 v12 v13 v13-14 v13-14 v14 v15 v15-16 v16 v17 v18 v18 v19 v20 v21 v21 v22 v23 v23 v23-24 v24 v24 v25 v25 v26 v27 S1v1 S2

U. WI: v1-2 v3-4 v7-8 v9-10 v11-12 v13-14 v15-16 v17-18 v19-20 v21-22 v23-24 v25-26 v27 S1v1 S1v2 S2

Complutense U. Madrid: v1(A-an) v2(An-At) v3 v4 v5 V6 v7(Ch-Co) v8(Co-Di) v9(Di-Er) v10(Er-Fr) v11 v12(Ha-In) v13(In-Li) v14 v15 v16(Mu-Or) v17(Org-Per v18(Pe-Pr) v19 v20(Ri-Sc) v21(Sca-Sig) v22 v24(Ta-Ti)

1819: v3 v3 (Cea-Czo) v4 v4 v4 D-Flu) v5 v5 v6 (Hon-Ley) v7 v8 v9 (P-Pyx) v10 (Q-Soy) v11 v12 v12 (U-Zyt)

 {{merge to|OtherPage|{{subst:DATE}}}}
 *{{cite book |title=|first=|last=|publisher=|year=|isbn=|page=}}

 {{unreferenced|{{subst:DATE}}}}
 {{refimprove|{{subst:DATE}}}}
 {{notability|{{subst:DATE}}}}
 {{inline|{{subst:DATE}}}}

 {{Lead too long|{{subst:DATE}}}} 
 {{sections|{{subst:DATE}}}}

 {{MathWorld|title=|urlname=|author=}}
 {{SpringerEOM|title=|id=|last=|first=}}
 {{PlanetMath|urlname=|title=}}
 {{MacTutor|class=history/Curves|id=|title=}}
 [(link) "Title"] at Encyclopédie des Formes Mathématiques Remarquables (in French)
 [[Image:File.svg|right|thumb|200px|Caption here]]
 {{maths rating|class=|importance=|field=}}
   * class: FA, GA, A, Bplus, B, C, Start, Stub
   * importance: Top, High, Mid, Low
   * field: general, basics, analysis, algebra, geometry, applied, probability, 
   *   number theory, discrete, foundations, mathematical physics, topology, history, mathematician

 {{official|url}}
 {{IMDb title|id=|title=}}
 {{rotten-tomatoes|id=|title=}}

Fred Sersen

Amanda Brooks

Tangential angle*

Centered trochoid

Sinusoidal spiral*

Sectrix of Maclaurin

Elementary cellular automaton*

Harmonic progression*

Line coordinates

Curve sketching

(* = was in Wikipedia:Missing science topics/Maths)

• Richard de Bury