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Radbruch Formula: May a judge deviate from the law if it is profoundly unjust?
๐Ÿ‡ฉ๐Ÿ‡ช Germany /Culture & Society

Radbruch Formula: May a judge deviate from the law if it is profoundly unjust?

From Die Zeit · () German

Translated from German, summarized and contextualized by DistantNews.

At a glance

Explainer Sources not specified Context piece
  • The "Radbruchsche Formel" (Radbruch Formula), developed by Gustav Radbruch, is a renowned legal concept for addressing state-sanctioned injustice.
  • First published in 1946, the formula is considered a standard reference for the legal processing of state wrongs.
  • Gustav Radbruch was a social democratic Minister of Justice during the Weimar Republic.

The "Radbruchsche Formel," or Radbruch Formula, is a legal concept that has achieved near-legendary status in jurisprudence for its approach to state-sanctioned injustice. First published in August 1946 in a three-page essay titled "Gesetzliches Unrecht und รผbergesetzliches Recht" (Statutory Injustice and Supra-Statutory Law) in the Sรผddeutsche Juristenzeitung, the formula is named after its author, Gustav Radbruch.

Radbruch, a former social democratic Minister of Justice during the Weimar Republic, developed this thesis which has become a cornerstone for the legal reckoning of state wrongs. The formula itself is a concise statement that has entered the pantheon of legal thought, serving as a critical reference point for jurists grappling with the aftermath of oppressive regimes.

Its enduring significance lies in its ability to provide a framework for judges to deviate from unjust laws when faced with profound injustice. This concept is particularly relevant in post-conflict or transitional justice scenarios, offering a philosophical and legal basis for challenging and rectifying past wrongs committed under the color of law.

DistantNews Editorial

Originally published by Die Zeit in German. Translated, summarized, and contextualized by our editorial team with added local perspective. Read our editorial standards.