Recent content by KodRoute

  1. KodRoute

    How do I determine the sign of this permutation

    Thank you for posting Hallsoflvy, someone explained this problem to me in this way: "So an inversion is (i,j) with i<j and p(i)>p(j) and the sign is (-1)ⁿ with n the count of inversions. You have that permutation in tableau form, so you can read off what p(i) is for each i. If i<j with i,j in...
  2. KodRoute

    Equations of the harmonic oscillator

    Hi! Thank you for replying, no I haven't done calculus yet. I thought these formulas came from looking at the geometry of these vectors.
  3. KodRoute

    How do I determine the sign of this permutation

    No I don't know what cycle notation is. However, I do know about transpositions (if that's what you're reffering to). Thx.
  4. KodRoute

    How do I determine the sign of this permutation

    Homework Statement Find the sign of the permutation --> Picture here: http://tinypic.com/view.php?pic=2q8rkso&s=5 No other given data. Homework Equations ε(σ) = (-1)^m(σ). If i < j and σ(i) > σ(j) then there's an inversion. Where ε(σ) denotes the sign of the permutation and m(σ) the number of...
  5. KodRoute

    Equations of the harmonic oscillator

    Hello, my book explains detailed the proofs of these three formulas: y = Asin(ωt + φo) v = ωAcos(ωt + φo) a = -ω²Asin(ωt + φo) Where a is acceleration, v is velocity, ω is angular velocity, A is amplitude. The book uses the following figures: Figure a) -->...
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