Revision #313 → #1590 · back to history
addedStationary point (one variable)ca77d93d033e
addedStationary point (several variables)0908282e1b40
addedGeometric interpretation (horizontal tangent)bef19980fa0a
addedTurning pointbaad2d631353
addedTurning points are stationary points7bed87853d13
addedNon-turning stationary points are horizontal inflection points2cd09173185d
addedInflection point that is not a turning pointf4052a4a8902
addedLocal minimuma7e499df0bc7
addedLocal maximume7fd49065533
addedRising point of inflectionce204d94edc6
addedFalling point of inflectiond07a7c30bcc6
addedLocal extrema6f6980df4848
addedGlobal extremum80adf13d845e
addedSaddle points5cadb91d7923
addedFermat's theorem on extremab3b262a94dda
addedSecond derivative test15a49453209f
addedDetermining nature by function values0ea0992cceb5
addedInflection point of x^3210607858915
addedStationary point via directional derivativesab856b289c58
addedx^4: not an inflection point11afa5b9b0d2
addedsin(x): inflection, not stationarya05d2c94ed94
addedx^3: stationary and inflection635285f8bf6b
addedZero function: non-isolated stationary point28c8289e088c
addedx^5 sin(1/x): non-isolated stationary pointf007a1b197f5