A pro-form is a type of function word or expression that stands in for (expresses the same content as) another word, phrase, clause, or sentence whose meaning is recoverable from the context. They are used either to avoid repetitive expressions or in quantification (limiting the variables of a proposition). Quantification has two distinct meanings In Mathematics and Empirical science, it refers to human acts known as Counting and Measuring
Pro-forms are divided into several categories according to which part of speech they substitute:
An interrogative pro-form is a pro-form denoting the (unknown) item questioned in a question, and may itself fall into any of the above categories.
One of the most salient features of many modern Indo-European languages is that relative pro-forms and interrogative pro-forms, as well as demonstrative pro-forms in some languages, have identical forms. A relative pronoun is a Pronoun that marks a Relative clause within a larger sentence. Consider the two different functions of who in "Who's the criminal who did this?" or the meanings of that in "That's the movie that you saw back home. "
Most other language families do not have this ambiguity, nor do several ancient Indo-European languages. For example, both Latin and Ancient Greek distinguish the relative pro-forms from the interrogative pro-forms. Latin ( lingua Latīna, laˈtiːna is an Italic language, historically spoken in Latium and Ancient Rome. The Ancient Greek language is the historical stage in the development of the Hellenic language family spanning the Archaic (c
L. L. Zamenhof, the inventor of Esperanto, called a table of systematic interrogative, demonstrative, and quantifier pro-forms and determiners in a language a table of correlatives. Ludwig Lazarus Zamenhof (ˈzɑːmɨnhɒf in English born Eliezer Samenhof December 15 1859 &ndash April 14 1917 was an ophthalmologist, Philologist is by far the most widely spoken constructed International auxiliary language in the world Demonstratives are deictic words (they depend on an external frame of reference that indicate which entities a speaker refers to and distinguishes those entities from others Quantification has two distinct meanings In Mathematics and Empirical science, it refers to human acts known as Counting and Measuring The word base of Esperanto was originally defined by Lingvo internacia published by Zamenhof in 1887 The table of correlatives for English follows.
| interrogative | demonstrative | quantifier | ||||||
|---|---|---|---|---|---|---|---|---|
| proximal | distal | existential | free choice | universal | negative | |||
| determiner | which what |
this (sg. ) these (pl. ) |
that (sg. ) those (pl. ) |
some | any whichever whichsoever |
every each all |
no | |
| pronoun | human | who whom |
this (sg. ) these (pl. ) |
that (sg. ) those (pl. ) |
someone somebody |
anyone anybody whoever whomever whosoever whomsoever |
everyone everybody all |
no one nobody |
| nonhuman | what | this (sg. ) these (pl. ) |
that (sg. ) those (pl. ) |
something | anything whatever whatsoever |
everything all |
nothing | |
| out of two | which | this (sg. ) these (pl. ) |
that (sg. ) those (pl. ) |
one | either whichever whichsoever |
both | neither | |
| out of many | some one |
any whichever whichsoever |
each all |
none | ||||
| pro-adverb | location | where | here | there | somewhere | anywhere wherever wheresoever |
everywhere | nowhere |
| source | whence wherefrom |
hence | thence thencefrom |
whenceever whencesoever |
nowhence | |||
| goal | whither whereto whereinto whereunto |
hither | thither | somewhither | anywhither whithersoever |
nowhither | ||
| time | when | now | then | sometime | anytime whenever whensoever |
always everywhen |
never | |
| manner | how whereby |
thus hereby |
thereby | somehow | anyhow however howsoever |
no wise nohow (col. ) |
||
| reason | why wherefore |
therefore | ||||||
Some languages may have more categories. See demonstrative. Demonstratives are deictic words (they depend on an external frame of reference that indicate which entities a speaker refers to and distinguishes those entities from others
Note that some categories are regular and some are not. They may be regular or irregular also depending on languages. The following chart shows comparison between English, French (irregular), and Japanese (regular):
| interrogative | quantifier | ||
|---|---|---|---|
| existential | negative | ||
| human | who qui dare |
someone quelqu'un dareka |
no one personne daremo |
| nonhuman | what que nani |
something quelque chose nanika |
nothing rien nanimo |
| location | where où doko |
somewhere quelque part dokoka |
nowhere nulle part dokomo |
(Note that "daremo", "nanimo" and "dokomo" are universal quantifiers with positive verbs. French ( français,) is a Romance language spoken around the world by 118 million people as a native language and by about 180 to 260 million people is a language spoken by over 130 million people in Japan and in Japanese emigrant communities )
Some languages don't distinguish interrogative and indefinite pro-forms. In Mandarin, "Shéi yǒu wèntí?" means either "Who has a question?" or "Does anyone have a question?" depending on context. Standard Mandarin, also known as Standard Spoken Chinese, is the official modern Chinese spoken language used in mainland China and Taiwan