M
Thus if likes1(jack1, sue1) is a formula in the logical form language, then we can constructlogical forms like know(mary1, likes1(jack1, sue1)) meaning that Mary knows that Jack likes Sue. Similarly for believe(mary1, likes1(jack1, sue1)) and want(marg1, own(marg1, (?obj : &(porsche1(?obj), fire_engine_red(?obj))))) - that's Marg wants to own a fire-engine red Porsche.
The tense operators include fut, pres, and past, representing future, present and past. For example, fut(likes1(jack1, sue1)) would represent Jack will like Sue.
See also failure of substitutivity.
Mood | Description | Example |
indicative | A plain statement | John eats the pizza |
imperative | A command | Eat the pizza! |
WH-question | A question with a phrasal answer, often starting with a question-word beginning with "wh" | Who is eating the pizza? What is John eating? What is John doing to the pizza? |
Y/N-question | A question with yes/no answer | Did John eat the pizza? |
subjunctive | An embedded sentence that is counter-factual but must be expressed to, e.g. explain a possible consequence. | If John were to eat more pizza he would be sick. |
N
In fact, noun modifier is a synonym for nominal.
Noun is often abbreviated to N.
N is a lexical grammatical category.
In some languages other than English, there may be different distinctions drawn - some languages distinguish between one, two, and many, rather than just one and many as in English.
Nouns in English are mostly marked for number - see plural.
Pronouns and certain determiners may also be marked for number. For example, "this" is singular, but "these" is plural, and "he" is singular, while "they" is plural.