Attributive use

Attributive use is when a description like “the F” is used to say whoever fits the description has a property, not to point to a particular person. In Formal Logic I, it matters for Russell’s analysis of definite descriptions.

Last updated July 2026

What is attributive use?

Attributive use in Formal Logic I is the way a definite description is used to attribute a property to whoever, if anyone, fits that description. If you say “The murderer is insane,” and you do not have one specific person in mind, you are using the phrase attributively: you are talking about whoever turns out to be the murderer.

That is different from using a description just to refer to a known individual. In attributive use, the description does the logical work of saying that there is someone who fits the description and that this person has some further property. The speaker is not trying to name or point at an object, but to describe a role that some entity must satisfy.

This matters a lot in Russell’s Theory of definite descriptions. Russell wanted to show that phrases like “the F” are not mysterious names. Instead, they can be analyzed into logical claims about existence and uniqueness. So when a description is used attributively, the sentence can often be unpacked into something like: there exists exactly one F, and that F has property G.

A simple example is “The winner will get a prize.” On an attributive reading, the sentence does not mean you have a particular winner already selected in mind. It means whoever ends up being the unique winner will get a prize. The description points to the office or role, not to a named person.

The distinction matters because the truth of the sentence can depend on whether anything fits the description at all. If no one is the winner, the attributive sentence may fail to come out true in Russell’s analysis, since there is no object for the description to latch onto. That is why attributive use is tied closely to logical form, not just everyday wording.

Students often mix up attributive use with the idea that a description simply has a meaning built into it. In formal logic, the key question is how the description functions in the sentence. If it is attributive, you are analyzing a property-bearing description that helps state a general fact about whoever satisfies it, rather than identifying one already-known referent.

Why attributive use matters in Formal Logic I

Attributive use shows you how Formal Logic I handles ordinary language without treating descriptions like simple names. That matters because a sentence can look straightforward in English but have a deeper logical structure once you translate it into symbols or test its truth conditions.

Russell’s Theory depends on this distinction. If you miss the attributive reading, you may think a sentence is about one specific person when it is really about whoever fits the description. That changes how you analyze existence, uniqueness, and whether the sentence can be true or false.

It also helps when you are checking arguments that use descriptions. A phrase like “the current king” or “the shortest route” can shift depending on whether the speaker is trying to identify a known thing or just say that whoever meets the description has some property. That difference affects what follows logically from the sentence.

In problem sets and text analysis, attributive use gives you a way to ask the right questions: Does the description have a referent here, or is it functioning as a general property marker? Is the sentence making a claim about an object, or about whoever satisfies the description? Once you can answer that, Russell-style analysis becomes much easier to apply.

Keep studying Formal Logic I Unit 11

How attributive use connects across the course

definite description

Attributive use usually shows up inside a definite description, such as “the tallest building” or “the murderer.” The description gives the property someone must satisfy, and the attributive reading asks you to focus on that property rather than on a particular known person or thing.

referential use

This is the main contrast term. Referential use points to a specific individual the speaker has in mind, while attributive use talks about whoever fits the description. In class, the big question is whether the description is doing identification work or property-attribution work.

Russell's Theory

Russell’s Theory explains definite descriptions by breaking them into logical claims about existence, uniqueness, and predication. Attributive use is one of the readings that fits this analysis well, because the sentence is not treated as a simple name-reference statement.

scope ambiguity

Scope ambiguity can show up when you translate description-heavy sentences into first-order logic. If a description is read attributively, it may support one logical structure; if it is read another way, the truth conditions can shift. That is why scope matters in formal analysis.

Is attributive use on the Formal Logic I exam?

A quiz question may give you a sentence like “The winner will receive a medal” and ask whether the description is attributive or referential. Your job is to look at context and decide whether the speaker means whoever satisfies the description or a specific person already in mind. If the description functions like a role, status, or property that anyone could fill, that is attributive use.

You may also be asked to explain how Russell would analyze the sentence. In that case, you should trace the logical form, not just paraphrase the English. The useful move is to separate existence, uniqueness, and the predicate being claimed of the description.

On written assignments, this term often appears in passage analysis or short response work where you compare two readings of the same sentence. A strong answer names the reading and explains how it changes truth conditions or interpretation.

Attributive use vs referential use

These are the pair most often mixed up. Referential use points to a specific intended individual, even if the description is imperfect. Attributive use does not try to single out one known person, it says whoever fits the description has the property. The difference shows up when the same sentence can be true on one reading and false on the other.

Key things to remember about attributive use

  • Attributive use treats a definite description as a way of saying who, if anyone, fits a property.

  • In Russell’s analysis, the description is not just a label, it contributes to the sentence’s logical structure.

  • The attributive reading matters most when no specific individual is being singled out by the speaker.

  • If you can tell whether a description is attributive or referential, you can analyze the sentence much more accurately.

  • This term is about how language works in logic, not just about what a phrase means in everyday speech.

Frequently asked questions about attributive use

What is attributive use in Formal Logic I?

It is the use of a definite description to say that whoever fits the description has some property. The phrase is doing property-attribution, not pointing to a specific individual. That is why it matters in Russell-style analysis of descriptions.

How is attributive use different from referential use?

Referential use aims at a particular person or thing the speaker has in mind, even if the description is loose. Attributive use does not pick out one known referent, it talks about whoever satisfies the description. That difference changes how you translate or evaluate the sentence.

Can you give an example of attributive use?

“The winner will get a prize” is a common example. On the attributive reading, the sentence means whoever ends up being the winner gets the prize. You are not already naming a specific person, you are describing the person who fits the role.

Why does attributive use matter in Russell’s Theory?

Russell wanted to analyze definite descriptions into logical components like existence and uniqueness. Attributive use fits that project because the phrase is not treated like a simple name. It helps you see the sentence’s underlying logical form and its truth conditions.