![]() 3rds (‘4s’) | All Fourths (‘5s’) | All Tritones (‘6s’) | All Fifths (‘7s’) | All Min. (‘Terz’) | Drop D | Double-Drop D | Drop C (‘Neon’) | Low Drop C | Drop A (‘Slack Thwack’) | Dmaj (‘Vestapol’) | Dmin (‘Bentonia’) | Dsus (‘DADGAD’) | Gmaj (‘Taro Patch’) | Gmin (‘Banjo Minor’) | Gsus (‘Sawmill’) | Cmaj (‘Wide Major’) | Cmin (‘Wide Minor’) | Csus (‘Wide Modal’) | Amaj (‘Spanish’) | Emaj (‘Vestapol’) | Emin (‘Cross-Note’) | Fmaj (‘Low Taro’) | Fmin (‘Low Banjo’) | All Min. I've tried to do the basic thing of defining a function like this: def f(x): But I don't really get how I would write the code for that function without it containing x, which is the vector I want to find through the optimization. The assigntment says that I should compare this result with the result of (), and from what I have read I need a object/ function for fmin to solve. ![]() Return np.matmul(np.matmul(np.linalg.inv(AtA),At),B) def find_x(A,B):ĪtA = np.matmul(At, A) # Multiply A with At X is found by x=(AtA)^(−1)Atb, and below is my code for this task. I am trying to minimize ‖Ax−b‖ through the function. ![]()
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