где суммирование ведется по всем возможным корреспонденциям.
Матрица-проводка представлена как линейная комбинация матриц-корреспонденций, причем коэффициентами этой линейной комбинации являются численные значения проводок в денежных единицах. При этом совокупность неповторяющихся матриц-корреспонденций, [5,8] является базисом разложения матрицы-проводки на ее линейные составляющие, где числовыми коэффициентами являются значения проводок в денежном выражении.
Суммируя матрицы-проводки за рассматриваемый период, получаем матрицу сводных проводок - шахматный баланс с необходимыми итогами.
Обобщим полученный на примере результат, начало отчетного периода, конец отчетного периода, тогда матрицы соответственно дебетовых и кредитовых оборотов , ![](data:image/png;base64,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)
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