The Differential Calculus for Curves - Lagrange's Algebraic Approach - Lecture 4

The Differential Calculus for Curves - Lagrange's Algebraic Approach - Lecture 4

Insights into Mathematics via YouTube Direct link

Correction: At the formula for D2pq should be D2pq=D1D1pq=pD2q+2*D1p*D2q+qD2p as noted by Faraz Sahba thanks!

1 of 11

1 of 11

Correction: At the formula for D2pq should be D2pq=D1D1pq=pD2q+2*D1p*D2q+qD2p as noted by Faraz Sahba thanks!

Class Central Classrooms beta

YouTube playlists curated by Class Central.

Classroom Contents

The Differential Calculus for Curves - Lagrange's Algebraic Approach - Lecture 4

Automatically move to the next video in the Classroom when playback concludes

  1. 1 Correction: At the formula for D2pq should be D2pq=D1D1pq=pD2q+2*D1p*D2q+qD2p as noted by Faraz Sahba thanks!
  2. 2 The algebraic approach to Calculus
  3. 3 Euler and Lagrange
  4. 4 Reviewing the standard approach to calculus
  5. 5 Lagrange's approach
  6. 6 Pascal's array
  7. 7 Taylor expansions and product rules
  8. 8 The shape of curves near a point
  9. 9 Truncating to find approximations
  10. 10 Tangents and equation of a line
  11. 11 Problem: Calculate & graph the tangent curves to a curve at a point

Never Stop Learning.

Get personalized course recommendations, track subjects and courses with reminders, and more.

Someone learning on their laptop while sitting on the floor.