Extensions of the Matrix Form of Double Entry
Extensions of the Matrix Form of Double Entry
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2 On the other hand, the portion above the diagonal could be mapped onto the portion below. However, a triangular matrix is conventionally that portion of a square matrix above the diagonal.
is the net of the debits to account i and credits to account j less the debits to account j and the credits to account i. It may be possible to accumulate, for each cell, the positive and negative amounts separately. For some sets of implementing operations this is tatamount to using a square matrix.
A squa...re matrix which contains account balances can be transformed into a triangular matrix because the diagonal is unaffected. The extended minus convention is applicable since both parts occur after the transformation. Assum- ing the transactions were at most accumulated by sign within each cell^ account balances and full detail can be calculated.
A new account balance (a/. ) is calculated as follows: ^kk = ^k ^ J^^k ■ ji^kj t>^. >^ (2) i, j = 1, 2, k-1, k, k+1, , n ^f^^k = ^k - ^k ■" "2k - ^2k ^ • • • -^ \-l, k - Vl, k This is illustrated in Figure I.
What to read after Extensions of the Matrix Form of Double Entry?
You can find similar books in the "Read Also" column, or choose other free books by James J James John Linn to read onlineMoreLess
To quickly assess the difficulty of the text, read a short excerpt:
2 On the other hand, the portion above the diagonal could be mapped onto the portion below. However, a triangular matrix is conventionally that portion of a square matrix above the diagonal.
is the net of the debits to account i and credits to account j less the debits to account j and the credits to account i. It may be possible to accumulate, for each cell, the positive and negative amounts separately. For some sets of implementing operations this is tatamount to using a square matrix.
A squa...re matrix which contains account balances can be transformed into a triangular matrix because the diagonal is unaffected. The extended minus convention is applicable since both parts occur after the transformation. Assum- ing the transactions were at most accumulated by sign within each cell^ account balances and full detail can be calculated.
A new account balance (a/. ) is calculated as follows: ^kk = ^k ^ J^^k ■ ji^kj t>^. >^ (2) i, j = 1, 2, k-1, k, k+1, , n ^f^^k = ^k - ^k ■" "2k - ^2k ^ • • • -^ \-l, k - Vl, k This is illustrated in Figure I.
What to read after Extensions of the Matrix Form of Double Entry?
You can find similar books in the "Read Also" column, or choose other free books by James J James John Linn to read onlineMoreLess
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