(1) proposition (statement) realised by a clause of declarative mood:
a2
|
=
|
b2 + c2
|
|
a [squared]
|
equals
|
b [squared] plus c [squared]
|
|
Subject
|
Finite
|
Predicator
|
Complement
|
Mood
|
Residue
|
(2) proposal (suggestion: offer+command*) realised by a clause of imperative mood:
let
|
x
|
=
|
3
|
Subject
|
Predicator
|
Complement
| |
Mood
|
Residue
|
* For suggestions as being both offers and commands, see Halliday & Matthiessen (2014: 166).
As the examples above demonstrate, mathematical symbolism is the written mode expression plane system, the "graphology", that realises the wording of language — identifying clauses — for the registers realising the field of these situation types.
In spoken mode, the expression plane system for mathematics is the phonological system of the language of the mathematician.
In spoken mode, the expression plane system for mathematics is the phonological system of the language of the mathematician.
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