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 We cannot ... but agree that P.
 You can't deny ... the essentials of P.
 This is exactly...what such research cannot prove/ provide/ take for granted.
 I know of ... no other comparisons along these lines.
 In such cases ... one is confronted with real cases no less challenging.
 P ... cannot emerge without a consideration of Q.
...cannot be discovered unless Q.

2.4.7. Interrogating

•  Can we say/ What does it mean to say ... that P?
 How can we begin to understand ... the source of our difficulties?
 We can frame the question as follows: ... P.
 There are some questions: ... P and Q; these will be addressed below.
 There are two crucial questions here, ... P and Q.
•  Some legal questions concerning the use of cyberspace should be raised, namely,
P.
 The question is ... whether the machines that humans have invented to extend the
power of the human mind could outlive them to inherit the earth.
 The question ... of whether humans can learn enough about biological, physical
and social reality to fashion a future that the earth can sustain ... has not been
raised yet.
 The notion of independence concerns the question of .. whether any of the
axioms are superfluous.

2.5. Emphasis; Links and connectors accounting for

2.5.1. Conjuncting
•  It is important to compare P and Q ...because R.
 P is a problem, ... because it requires Q.
 This view is rejected ... because it cannot be verified.
 This confusion arose ... because of a lack of information/ misuse of Q.
 All PP are substitutes ... because they are alternatives.
 Our goal is to survey P ... in order to study Q.
 In order to measure P ... it is crucial to calculate Q.
 We attempt to identify P, ... in order to establish Q.
 All these characteristics should be probed ... in order to describe P.
 It is hardly necessary to do this ... in order to demonstrate P.
•  This notation is more convenient ... and is therefore usually preferred.
 The simulation results show that P, ... and are therefore at least plausible.
 This puzzle is interesting, ... and, therefore, challenging to solve.
 Notice that this strategy does not require P; ... it is therefore possible to imagine
that Q.
 There are statements which take a conditional form ... and can therefore be
stated in the form of a logical implication.
•  P and Q are distinct, ...though complementary/ interrelated fields of study.
 NN provides a sound introduction to the subject, ... though it requires

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