This is a collection of potential typos found throughout the quarter and some of them might not necessarily be typos (they depend on your decision) and some of them might be mentioned by other students earlier in this quarter or before this academic year, but I follow the current version of Course Reader on Google Drive.
Page 21: (Cy)^T x =y^T (C^T x).
Page 66: strange indentation of updating “z” in the nested for loop (line 7) in trtrsRow.
Page 81: two’s complement definition: b bits represents a number between -2^(b-1) and 2^(b-1) - 1. Otherwise, there are 2^(b + 1) numbers between -2^b and 2^b - 1 and we only have b bits to represent 2^b numbers.
Page 86: note on the top right slightly covers the top edge.
Page 100: it might be clearer if you would like to set up a terminated entry In the matrix for repetitive values such as -1, ..., -1 or 1, 1, ..., 1 although it is not necessary as all students can infer from this form.
Page 125: x_2^2 + ... + x_n^2 << x_1^2 (lost the second plus sign).
Page 187: strange indentation on extracting B (the second piece of Julia code on this page).
Page 259: lost a comma after "since A is SPD...".
Page 261: as we have discussed in Slack, we might add an absolute value for c_k(mu) (HW8 2.7).
I see what you are saying but I am going to keep the current form. It's a little ambiguous but adding more entries will also make it look more complicated.
Fixed
Fixed. It's because tabs are 4 spaces in my editor but show up with a different width in the PDF. So depending on whether it's tabs or spaces the indentation is wrong.
This is a collection of potential typos found throughout the quarter and some of them might not necessarily be typos (they depend on your decision) and some of them might be mentioned by other students earlier in this quarter or before this academic year, but I follow the current version of Course Reader on Google Drive.
Page 21: (Cy)^T x =y^T (C^T x).
Page 66: strange indentation of updating “z” in the nested for loop (line 7) in trtrsRow.
Page 81: two’s complement definition: b bits represents a number between -2^(b-1) and 2^(b-1) - 1. Otherwise, there are 2^(b + 1) numbers between -2^b and 2^b - 1 and we only have b bits to represent 2^b numbers.
Page 86: note on the top right slightly covers the top edge.
Page 100: it might be clearer if you would like to set up a terminated entry In the matrix for repetitive values such as -1, ..., -1 or 1, 1, ..., 1 although it is not necessary as all students can infer from this form.
Page 125: x_2^2 + ... + x_n^2 << x_1^2 (lost the second plus sign).
Page 187: strange indentation on extracting B (the second piece of Julia code on this page).
Page 259: lost a comma after "since A is SPD...".
Page 261: as we have discussed in Slack, we might add an absolute value for c_k(mu) (HW8 2.7).