What is Meaning? What Does It Mean to Mean?!

Curt Jaimungal Curt Jaimungal Jan 29, 2026

Audio Brief

Show transcript
This episode covers the philosophical debate over whether artificial intelligence can truly grasp the concept of meaning, or if it is limited to mathematical computation. There are three key takeaways. First, computational models reduce language to vector embeddings, representing words merely as mathematical coordinates. Second, this relational approach creates a semantic gap, where AI processes syntax without understanding real-world referents. Third, human comprehension relies on qualitative, lived experience that resists being fully digitized. While natural language processing relies on the hypothesis that words in similar contexts share similar meanings, this creates a circular loop of definitions. Reducing semantics to statistical relationships fails to capture conscious intent or objective truth. Ultimately, recognizing these boundaries helps in evaluating the true capabilities and limits of modern AI. That wraps up our look at the boundaries of machine intelligence and human meaning.

Episode Overview

  • This episode explores the philosophical definition of "meaning" and questions whether it can be fully explained by computational models in artificial intelligence.
  • It features host Curt Jaimungal recounting a discussion from an AI-focused dinner about the intersection of reality, language, and semantic understanding.
  • It frames the tension between a reductionist, mathematical view of language and the subjective human experience of what it actually means to "mean" something.
  • This content is highly relevant to anyone interested in the philosophy of mind, the cognitive limits of AI, and the distinction between syntax and true semantics.

Key Concepts

  • Vector Embeddings as Semantics: In natural language processing, words are represented as high-dimensional vectors. Computationalists often argue that a word's "meaning" is entirely defined by its mathematical coordinates and proximity to other words in this vector space.
  • The Distributional Hypothesis: This is the linguistic theory that words occurring in similar contexts share similar meanings. While incredibly useful for training large language models, it assumes meaning is purely relational rather than grounded in external reality.
  • The Semantic Gap: There is a fundamental limitation in defining meaning purely through words and vectors. If you attempt to define "meaning" using more words, a computational model will simply convert those words into more vectors, creating a circular loop that never connects to actual lived experience or qualitative understanding.

Quotes

  • At 0:32 - "Kurt, no, it's just vector embeddings. That's what meaning is. The meaning of a word is just its placement in a vector embedding." - This explains the prevailing computationalist perspective that seeks to reduce human semantics to mathematical data points.
  • At 0:46 - "Does that account of meaning satisfy you? No... to me, that isn't what I mean by meaning." - Explaining the intuitive human rejection of the idea that our thoughts and comprehension are merely statistical relationships between symbols.
  • At 1:03 - "What is it that you mean by meaning? And I would say something with words and they could use those words and point to vector embeddings." - Illustrating the circular trap of trying to explain qualitative human concepts to someone who views all language through a computational lens.

Takeaways

  • Avoid conflating mathematical correlation with comprehension; remember that AI models process the relationships between symbols (syntax) without genuinely understanding the real-world referents of those symbols (semantics).
  • Use this distinction when evaluating AI capabilities, recognizing that a model's ability to generate plausible text using vector embeddings does not equate to conscious intent or a grasp of truth.
  • Apply a critical lens to reductionist definitions of human experience, understanding that some aspects of consciousness and meaning may resist being fully digitized or quantified.