Follow your curiosity

What discovery has been shared with you?

Start with one fact. Explore it, go deeper, then follow whichever branch catches your imagination.

Choose subjects for a surprise

Exploring any topic

Begin your discovery

Your next discovery is one click away.

Choose one or more subjects above, or leave Any Topic selected and let curiosity decide.

Philosophy

The Metaphysics of Laws of Nature and the Humean Regularity View

Quick fact

The Humean regularity view holds that laws of nature are not hidden forces but merely general descriptions of what actually happens. A law like 'F = ma' is true because all objects in the actual world behave that way, not because some metaphysical necessity dictates it.

Why this is interesting

You might think the law of gravity is a power that makes apples fall. But what if it's just a description of the patterns we've observed?

Read the full explanation

Understanding The Metaphysics of Laws of Nature and the Humean Regularity View

Imagine watching a set of dominoes fall. The pattern of falling is just the actual sequence of events. The Humean says the 'law' of domino motion is just the summary that all these dominoes fell in sequence—nothing more. Now consider a different universe where dominoes fall in reverse: the Humean would still call that a law of that world, because it describes the actual regularities. The key insight is that laws are not extra entities or forces; they are concise descriptions of the regularities that happen to obtain. To understand the Humean view, you need to accept that nature's order is merely the sum of all particular facts—no glue, no invisible necessity.

A deeper explanation

The deep explanation goes into why the Humean view is so counterintuitive yet powerful. It starts with David Hume's insight that we never observe causation or necessity, only constant conjunction. The regularity view, therefore, is an ontological minimalism: its only fundamental inventory includes particular facts, not necessary connections. The best systems analysis, proposed by John Stuart Mill and refined by David Lewis, says that laws are the theorems of the best deductive system—the one that best balances simplicity and strength. This explains why we call some regularities laws and others accidents: laws are the ones that feature in the most powerful summary of the world. The counterpoint, necessitarianism, holds that laws reflect real powers or necessary relations, which would explain why they are exceptionless and support counterfactuals. But the Humean rejects this because it postulates obscure metaphysical necessities. Ultimately, the debate hinges on whether the world itself contains necessary connections or whether our minds project them onto the mosaic of facts.

Keep FACTREE close

Internet access is required. Updates arrive when you reopen or reload the app. You may need to sign in again in the installed app.