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“On the left-hand side of the field equation we may add the fundamental tensor guv, multiplied by a universal constant, -λ, at present unknown, without destroying the general covariance.” quote by Albert Einstein
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“On the left-hand side of the field equation we may add the fundamental tensor guv, multiplied by a universal constant, -λ, at present unknown, without destroying the general covariance.”

Albert Einstein

About This Quote

Source Paper: Field Equations of General Relativity, 1915

Adding a term proportional to the metric tensor with an unknown constant preserves covariance, allowing flexibility in the theory.

In simple terms: You can modify equations without breaking their symmetry.

Key Takeaway

Consider extensions that keep core symmetries.

Themes

physics theory flexibility

Mood

analytical speculative

Type

scientific philosophical

When to use this quote

  • cosmology research
  • theoretical physics
  • model building

Key Concepts

general covariance metric tensor cosmological constant

Questions to Reflect On

  • What experiments could reveal the value of λ?
  • How does this term affect cosmological models?
A Different Perspective

The constant must be determined experimentally; otherwise the theory lacks predictive power.

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