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translation studies. retrospective and prospective views

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Continuous, for example, means knowing how to form Past Perfect<br />

Continuous <strong>and</strong> Future Perfect Continuous as well:<br />

• The Matrix<br />

Simple<br />

Continuous<br />

Perfect Simple<br />

Perfect Continuous<br />

Simple<br />

Continuous<br />

Perfect Simple<br />

Perfect Continuous<br />

Simple<br />

Continuous<br />

Perfect Simple<br />

Perfect Continuous<br />

• The Matrix Reloaded<br />

S + V1<br />

S + be1 + V-ing<br />

S + have1 + V3<br />

S + have1 + been + Ving<br />

S + V2<br />

S + be 2 + V-ing<br />

S + have 2 + V3<br />

S + have 2 + been + V-ing<br />

S + will + V<br />

S + will + be + V-ing<br />

S + will have + V3<br />

S + will have + been + V-ing<br />

Figure 4<br />

The matrix of the English tenses suggested above will highlight that,<br />

besides sharing names, English tenses share symmetrical formulae. This<br />

means that once students learn the Present Tenses, they may easily<br />

assimilate the Past <strong>and</strong> Future tenses as well. At that point their only task<br />

will be to adapt the grammatical formulae in keeping with the tense chosen<br />

(see Figure 5):<br />

• The Matrix<br />

Simple<br />

Continuous<br />

Perfect Simple<br />

Perfect Continuous<br />

Idem<br />

Idem<br />

• The Matrix Reloaded<br />

S + V1<br />

S + be1 + V-ing<br />

S + have1 + V3<br />

S + have1 + been + Ving<br />

Idem, 2 nd form<br />

Idem, will<br />

Figure 5<br />

The arrows going down the aspect scale from the Simple, through<br />

the Continuous <strong>and</strong> Perfect Simple, up to the Perfect Continuous illustrate<br />

which forms of the three tenses, i.e. Present, Past <strong>and</strong> Future, are more<br />

frequently used.<br />

Although the symmetry of the English Tense-Aspect System has<br />

been clearly demonstrated, things could be pushed a little further by<br />

including all the “ingredients” used to build tenses in a table, along with<br />

the name of the tenses <strong>and</strong> by attributing each tense a number from 1 to 4<br />

according to its aspect (simple, continuous, perfect simple <strong>and</strong> perfect<br />

continuous respectively). The result may be seen in Table 6 below:<br />

179

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