Marx’s theories of democracy and nation formed in response to the 1848-49 defeats
Evidence
Neither the Marxian theory of democracy nor the Marxian view of national evolution is fully comprehensible unless it is remembered that they took shape on the morrow of the worst defeat democracy and nationalism had yet suffered in Europe. — Cedric J. Robinson, Black Marxism_ The Making of the Black…, 325
Categorization
Category: Causal Relationships
- XREF: Directly supports the reader’s stated goal of tracing the arc and origins of the radical tradition — Marx and Engels as ambivalent middle-class intellectuals of a defeated revolution.
Related
- Marx’s politics formed after democracy’s worst defeat in Europe (similarity 0.94)
- Marx’s theories formed right after democracy’s worst European defeat yet. (similarity 0.83)
- Marx’s own theory is historically conditioned and will be negated (similarity 0.83)
- Marxist theory viewed nations as instruments of the bourgeoisie. (similarity 0.81)
- Marx treated the national state as the decisive instrument of bourgeois class victory (similarity 0.81)
- Marx distinguished nations from nationalities by economic independence capacity (similarity 0.81)
- European Marxism was embedded in Eurocentric socialism from its birth (similarity 0.81)
- Marxist orthodoxy denied American Blacks nation status. (similarity 0.81)
- Marx and Engels’ German nationalism skewed their judgment of Slavic liberation movements. (similarity 0.80)
- Marx applied his own dialectic to his theory, rendering it provisional (similarity 0.80)
- Marxism’s economism forced the conclusion that nationalism was a backward, diversionary ideology. (similarity 0.80)
- Nationalism defeated the Second International yet enabled the Third International. (similarity 0.80)
- Bismarck detached German nationalism from its liberal revolutionary roots. (similarity 0.80)
- Notes on Dialectics rescued Marxism when Lenin’s legacy threatened its relevance (similarity 0.79)
- Political economy blinded Marx and Engels to nationalist ideological dynamics (similarity 0.79)