Path integrals - How to integrate over curves. Chris Tisdell UNSW
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Well done!
yourdeadin 6 days ago
I Love The Video This lecture introduces the idea of a path integral (scalar line integral). Dr Chris Tisdell defines the integral of a function over a curve in space and discusses It Can Increase My Knowledge
anakmudajaman 2 months ago
Good, I like that you share this video This lecture introduces the idea of a path integral (scalar line integral). Dr Chris Tisdell defines the integral of a function, I wish success always
AntoMelta 2 months ago
Nice Video This lecture introduces the idea of a path integral (scalar line integral). Dr Chris Tisdell defines the integral of a function over a curve in space and discusses That You Share , So Very Nice Thanks You
willamricard 2 months ago
I Really Like The Video This lecture introduces the idea of a path integral (scalar line integral). Dr Chris Tisdell defines the integral of a function over a curve in space and discusses the need and application From Your
imegatrone 2 months ago
Your Video This lecture introduces the idea of a path integral (scalar line integral). Dr Chris Tisdell defines the integral of a function over a curve in space and discusses the need and applications of the idea Is Very Useful Sharing
bundawartini 2 months ago
me too.
MrPEDOCTOR 2 months ago
I'll take note of every important notes he says.
jhamien920 3 months ago
Geometrically speaking, c'(t) represents the tangent vector to the curve at c(t). Obviously, ||c'(t)|| represents the magnitude of this vector.
jccarril 1 year ago
c'(t) representa el vector tangente a la curva en el punto c(t). Obviamente, ||c'(t)|| representa la magnitud de este vector.
jccarril 1 year ago