Example sentences of "be [vb pp] as the product " in BNC.

  Next page
No Sentence
1 From this point of view , societal characteristics can not be explained as the product of actors ' choices , since these choices are themselves the product of socialisation .
2 The ‘ neighbourhood effect ’ could also be explained as the product of repeated association between the different classes in the same locality .
3 This failure could be explained as the product of political inexperience .
4 It could also be explained as the product of pride — a disdain for integrating himself into any kind of partisan organization .
5 The ‘ offer ’ probability may be treated as the product of ( i ) the probability that a vacancy will come to the individual 's notice and ( ii ) the probability that the individual , if available , will be ‘ offered ’ the job .
6 Singular matrices can be factorised as the product of two rectangular matrices — again , in more ways than one — the orders of which are determined by the rank of the matrix .
7 ( i ) If A is not symmetric , but can be written as the product
8 It is a simple matter , which we leave to the reader , to show that if A is real , symmetric and positive definite , then it can be written as the product BTB where B is real and triangular .
9 Laski 's political theory can in general be seen as the product of a pragmatic revolt in politics .
10 Various other strands of penal policy — the prison building programme ( see Chapter 5 ) , privatization ( see Chapter 10 ) , and the Fresh Start on prison officers ' pay — can also be seen as the product of a combination of political ideology and material circumstances .
11 Or , finally , his failure to adapt himself in 1944 – 46 could be seen as the product of a genuine idealism .
12 It also may be seen as the product of an allegiant orientation to the political system .
13 The idea of ‘ flooded classrooms ’ might be taken as the product of bureaucratic desperation .
14 If now we postmultiply the ( 3 × 2 ) submatrix of A by I , we can add the last result to it to recover A as the matrix product unc Finally , a matrix of rank 1 can be expressed as the product of a column and a row in that order — for such a matrix has effectively only one independent column , all the other columns being proportional to it ; similarly for the rows .
15 Theorem V — Any matrix can be expressed as the product of two symmetric matrices .
  Next page