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Holes (1996-2025)

Original article
plato.stanford.edu|16 points|1 comments|by surprisetalk|Oct 2, 2026

Holes (1996-2025)

The study of holes serves as a fascinating intersection for both epistemology (the theory of knowledge) and ontology (the study of being).

Are holes actual entities that exist in the world, or are they merely entia representationis—fictional constructs or "as-if" entities? Is our discourse regarding them simply a misleading façon de parler (way of speaking)?

1. The Paradox of Perception and Existence

From a naive perspective, we treat holes as standard objects of reference. We quantify them and attribute causal power to them. For instance:

  • "That block of Swiss cheese contains seven holes."
  • "The leak was caused by a hole in the ceiling."
  • "Water escaped because the bucket has a hole."

These common observations suggest that holes are real, tangible entities. However, holes are fundamentally elusive because they represent a paradigm of nothingness.

Cognitive Salience

Human cognition is wired to represent holes, regardless of whether those representations are veridical. This is evident in:

  1. Linguistic Categorization: Many languages distinguish between different hole morphologies:
    • Superficial hollows (depressions)
    • Inner cavities (voids)
    • See-through perforations (punctures)
  2. Developmental Psychology: Research (e.g., Giralt & Bloom 2000) indicates that both infants and adults can track, count, and perceive holes with the same ease as they do material objects like tins or cookies.

While this doesn't prove metaphysical equality, it shows that holes are central to our common-sense understanding of the spatiotemporal world.


2. Ontological Properties: Particulars vs. Immateriality

If we classify holes as entities, they appear to be spatiotemporal particulars. Unlike abstract concepts (like moral values or prime numbers), holes possess:

  • A specific location
  • A determinate size
  • A distinct shape
  • The capacity to undergo change

However, they differ from typical particulars because they are immaterial. To understand this, we can look at the relationship between the hole and its surroundings:

FeatureMaterial Object (e.g., Cookie)Hole
CompositionMade of matterImmaterial / Absence
DependencyIndependent existenceRequires a Host
OccupancyIs the occupantCan have a Guest
PerceptionDirect causal interactionParadoxical / Indirect

3. The Epistemological Challenge

The immaterial nature of holes creates a problem for theories of perception. If we follow Locke's assertion that perception is grounded in causation, and if causality requires materiality, then an immaterial hole cannot cause a sensation.

This leads to a logical conflict: Perception  ⟹  Causation  ⟹  Materiality\text{Perception} \implies \text{Causation} \implies \text{Materiality}Perception⟹Causation⟹Materiality Hole  ⟹  ¬Materiality  ⟹  ¬Causation  ⟹  ¬Perception\text{Hole} \implies \neg \text{Materiality} \implies \neg \text{Causation} \implies \neg \text{Perception}Hole⟹¬Materiality⟹¬Causation⟹¬Perception

Consequently, our perception of holes might be a systematic illusion. Conversely, philosophers like Lewis (2004) argue that absences can be causally efficacious, which would allow for the genuine perception of holes.


4. Identity and Mereology

Defining what makes a hole "the same hole" over time is significantly more complex than identifying material objects.

The Identity Dilemma:

  • Stuff: We cannot use constituting matter because holes have none.
  • The Host: We can change the material host (e.g., replacing part of a donut) without destroying the hole.
  • The Guest: We can remove the guest (e.g., draining water from a cavity) and the hole remains.
def check_hole_identity(hole_a, hole_b):
    if hole_a.material == hole_b.material: # False: Holes are immaterial
        return "Same"
    if hole_a.host == hole_b.host: # Uncertain: Host can change
        return "Possibly Same"
    return "Identity Undetermined"

Mereological Questions

Can a single hole consist of disconnected parts? Consider these examples:

  • A bikini
  • The lowercase letter i
  • A multi-volume set of À la recherche du temps perdu

If these material objects can be disconnected yet remain one entity, perhaps a single hole can also be "punched" in two separate locations.


5. Explanatory Relevance and Figure-Ground Dynamics

One might argue that holes are redundant in scientific explanation. Any physical event attributed to a hole can be explained via material properties and geometry.

Example: The Leaking Bucket

  • Hole Explanation: "The water leaked because there is a hole."
  • Material Explanation: "Fluid dynamics acting upon the specific geometric void in the bucket's polymer structure caused the leak."

Is the latter explanation sufficient? If so, the "hole" is merely a conceptual shorthand.

Finally, the perception of holes is tied to figure-ground displays. Our ability to identify a hole is influenced by several factors:

  • Convexity (Arnheim 1948)
  • Contour Relationships (Bozzi 1975)
  • Grouping (Nelson & Palmer 2001)
  • Pattern Entropy (Gillam & Grove 2011)
  • Texture and Shading

Conceptual Diagram of Figure-Ground Perception Figure 1: Conceptual representation of how contours and shading define the "void" against a material background.