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What is eduction in logic?

"Eduction" in logic is not a standard term. It's likely you're thinking of one of these concepts:

1. Deduction: This is the most common and fundamental process in logic. It involves deriving new conclusions from existing premises using a set of logical rules.

* Example:

* Premise 1: All humans are mortal.

* Premise 2: Socrates is a human.

* Conclusion (deduced): Therefore, Socrates is mortal.

2. Induction: This is a process of reasoning where you draw general conclusions from specific observations or examples.

* Example:

* Observation: The sun has risen every morning for as long as I can remember.

* Conclusion (induced): Therefore, the sun will rise tomorrow morning.

3. Abduction: This is a form of reasoning where you infer the most likely explanation for a given observation. It's often described as "inference to the best explanation."

* Example:

* Observation: The grass is wet.

* Possible explanations: It rained, someone watered the grass, a sprinkler was on.

* Abduction: The most likely explanation is that it rained.

4. Deductive-Nomological (D-N) Explanation: This is a specific model of scientific explanation that involves deducing a particular event from a general law and initial conditions.

* Example:

* Law: Objects in motion tend to stay in motion unless acted upon by an external force.

* Initial condition: A ball is rolling down a hill.

* Deduction: The ball will continue rolling down the hill unless something stops it.

If you can provide more context or clarify what you mean by "eduction," I can give you a more specific answer.

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