Fictional Characters as Story-Free Denoting Concepts
Abstract
:1. Introduction
2. The Theory
2.1. Fictional Works and Fictional Stories
2.2. Denoting Concepts as Meanings of Noun Phrases
2.3. Ficta as Definite Denoting Concepts
2.4. Ficta as Story-Free
3. Some Problems of Fiction
3.1. Historical, Mythical and Legendary Characters
- (1)
- The London of SIS is the real London.
- (2)
- The Apollo of the Iliad is the Apollo of Madeleine Miller’s The Song of Achilles.
- (3)
- The Robin Hood of PP is the same as the Robin Hood of Sir Walter Scott’s Ivanhoe.
3.2. Plural Characters
3.3. Indeterminate Identity of Characters
(EP) | Ficta A and B of story S are identical if, and only if, according to S, A is B. |
(1) | It is indeterminate that, according to PF, Shade is the same as Kinbote. |
(1a) | It is not the case that, according to PF, Shade is the same as Kinbote, and it is also not the case that, according to the story, Shade is not the same as Kinbote.22 |
(2) | It is indeterminate that the Shade of PF is the same as the Kinbote of PF. |
(EP′) | It is indeterminate that ficta A and B of story S are identical if, and only if, it is indeterminate that, according to S, A is B. |
(3) | ~in(PF, IS([the Kinbote], [the Shade]) & ~In(PF, ~IS([the Kinbote], [the Shade]). |
(4) | According to WBC, it is indeterminate that Kumiko is the same as the woman in the hotel room. |
(4a) | It is indeterminate that Kumiko is the same as the woman in the hotel room. |
(EP″) | It is indeterminate that ficta A and B of story S are identical if, and only if, according to S, it is indeterminate that A is B. |
(4b) | in(WBC, ∇(IS([the Kumiko], [the woman in the hotel room]). |
3.4. Inconsistent Identity of Characters
(1) | According to UDBP, the Templar is the same as Raul and the Templar is not the same as Raul. |
(1a) | The Templar of UDBP is the same as the Raul of UDBP and the Templar of UDBP is not the same as the Raul of UDBP. |
(EP‴) | Ficta A and B of story S are not identical if, and only if, according to S, A is not identical to B. |
4. Conclusions
Funding
Data Availability Statement
Conflicts of Interest
1 | As one can see from the above references, the landscape of realist views of fiction is rather articulated and a summarizing table (as suggested by a referee) could be useful:
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2 | As it can be inferred from the preceding footnote, none of the views based on denoting are considered in the surveys mentioned therein (Landini (1990) is mentioned in Kroon and Voltolini (2023) but not as an example of a denoting concept approach). | ||||||||||||
3 | Since I shall mostly deal with definite denoting concepts, I shall usually skip the qualifier “definite” in talking about them; the context will supply it, when appropriate. | ||||||||||||
4 | For example, Wikipedia informs us about who Batman is with the definite description in this quotation: “Batman is the alias of Bruce Wayne, a wealthy American playboy, philanthropist, and industrialist who resides in Gotham City. His origin story features him swearing vengeance against criminals after witnessing the murder of his parents, Thomas and Martha, as a child, a vendetta tempered by the ideal of justice. He trains himself physically and intellectually, crafts a bat-inspired persona, and monitors the Gotham streets at night”. (Cf. https://en.wikipedia.org/wiki/Batman, consulted on 16 March 2025.) | ||||||||||||
5 | When the fictional work involves images as in comics or movies, things are more complicated, but for present purposes, we need not worry about this (see Orilia 2010b) on how stories expressed by works involving images can still be viewed as propositions). | ||||||||||||
6 | |||||||||||||
7 | This would be the case if the entailment were classical, since classical logic contains the rule Ex Falso Quodlibet, which allows one to infer any proposition whatsoever from a contradiction. In contrast, a paraconsistent logic rejects this rule (see Orilia (2012, p. 582), and its reference to Deutsch (1985)). | ||||||||||||
8 | |||||||||||||
9 | The terminology is Russellian: Russell develops a theory of denoting concepts in Ch. 5 of The Principles of Mathematics (Russell 1903). Cocchiarella (1996, 2007) and Landini (1990) use “referential concept” as a synonym of the Russellian term “denoting concept”. | ||||||||||||
10 | As usual, “A(t/x)” stands for the formula that results from replacing “x” with “t” in A, wherever “x” is free, i.e., not bound by a quantifier or the lambda operator. | ||||||||||||
11 | FDC, like the other approaches based on denoting concepts by Cocchiarella and Landini, takes for granted a type-free logical framework, which allows for properties featuring in both subject and predicate positions, without the restrictions imposed by type theory (which Russell introduced in order to deal with his and related paradoxes). Once ficta are identified with denoting concepts, the flexibility granted by type-freedom is instrumental in providing appropriate analyses for statements that are taken to be about ficta and thus about denoting concepts. For instance, the very same fictum, say Sherlock Holmes (a certain denoting concept), can be taken to be (i) in subject position, e.g., in a proposition that attributes to it the property of being a fictum, and (ii) in predicate position, functioning as a property of a property, say the property of being a detective, e.g., in the proposition asserting that, according to SIS, Sherlock Holmes is a detective. However, there is a divergence in the kind of type-freedom to be deployed. Cocchiarella and Landini have adopted an approach based on Quine’s homogeneous stratification, whereas I have sought other roads, including one based on Gupta’s and Belnap’s theory of circular definitions (Orilia 2000). For additional explanations and references on these issues, see Orilia and Paolini Paoletti (2025, sect. 6). | ||||||||||||
12 | In general, E*([the F]) should be seen as equivalent to ∃x(F(x) & ∀y(F(y) → x = y) & exist(x)), where, in turn, in the actualist perspective presupposed by FDC, exist(x) is understood as the trivial assertion ∃y y =x. | ||||||||||||
13 | In general, IS([the F], [the G]) should be seen as equivalent to ∃x(F(x) & ∀y(F(y) → x = y) & ∃z(F(z) & ∀y(G(y) → z = y) & x = z)). | ||||||||||||
14 | I am considering, for illustrative purposes, the opening sentence of SCJH and then two further sentences taken from the beginning of Ch. 4. Here they are: Mr Utterson the lawyer was a man of a rugged countenance that was never lighted by a smile; cold, scanty and embarrassed in discourse; backward in sentiment; lean, long, dusty, dreary, and yet somehow lovable. … London was startled by a crime of singular ferocity … A maid-servant living alone in a house from the river had gone to bed upstairs about eleven. | ||||||||||||
15 | It should not be ruled out that all the internal properties of a maximal denoting concept are salient, so that the maximal denoting concept turns out to be a salient denoting concept and thus a character of a story. | ||||||||||||
16 | |||||||||||||
17 | This is inspired by a case imagined by Zvolenszky (2016), in arguing for the possibility of an inadvertent creation of stories. | ||||||||||||
18 | Similarly, we take “New York” to be a big city in the US, and this name is also used in Woody Allen’s Manhattan. In contrast, “Gotham City” and “Metropolis” are used, respectively, in Batman and Superman comics, but we do not take them to refer to any real city. | ||||||||||||
19 | See Wolterstorff (1980, p. 162), for a distinction between the mythical and the legendary analogous to the one assumed here. | ||||||||||||
20 | |||||||||||||
21 | Actually, Everett (2013, p. 211) has more sophisticated versions of this principle, which appeal explicitly to truth and falsehood, but these sophistications do not really change the picture. | ||||||||||||
22 | This is how Schnieder and von Solodkoff (2009) interpret (1), and Everett (2013, p. 216) discusses their reaction to his argument without rejecting this interpretation. | ||||||||||||
23 | For references to various reactions to Everett’s challenge, see Kroon and Voltolini (2023, sect. 2.2). Among them, the one by Schnieder and von Solodkoff (2009) appears to be in line with what I am proposing here from the perspective of FDC. | ||||||||||||
24 | |||||||||||||
25 | |||||||||||||
26 | The approach to fictional entities defended here is firmly entrenched in the ontology of fiction from the perspective of analytic philosophy, just like the competitors in the realist and anti-realist camps mentioned in the introduction. Accordingly, as noted by a referee, there is no engagement in this paper with conceptions of characters in literary theoretical models, such as the one in Frow (2014) (see Iannidis (2012) and Comparini (2016) for surveys in this area); the emphasis there is on interpretative matters that appear to largely sidestep the issue of the ontological status of ficta that is central in the analytic tradition. Nevertheless, it should not be ruled out a priori, I think, that the adoption of a specific stance on this ontological status, e.g., the one in FDC, could have an influence of the elaboration of literary theoretical models. Some of the contents of this work were presented in an online seminar of the MITE project on 20 March 2024 and (in tandem with Jansan Favazzo) at the MITE conference The Interpretation of Fictional Characters, Macerata, 4–5 February 2025. I wish to thank the audience for their comments and Jansan Favazzo and Michele Paolini Paoletti for the many discussions on the topic of this paper. I also wish to thank the anonymous referees of Humanities for some useful suggestions. |
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Orilia, F. Fictional Characters as Story-Free Denoting Concepts. Humanities 2025, 14, 112. https://doi.org/10.3390/h14060112
Orilia F. Fictional Characters as Story-Free Denoting Concepts. Humanities. 2025; 14(6):112. https://doi.org/10.3390/h14060112
Chicago/Turabian StyleOrilia, Francesco. 2025. "Fictional Characters as Story-Free Denoting Concepts" Humanities 14, no. 6: 112. https://doi.org/10.3390/h14060112
APA StyleOrilia, F. (2025). Fictional Characters as Story-Free Denoting Concepts. Humanities, 14(6), 112. https://doi.org/10.3390/h14060112