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How did Balinski and Young prove their method of apportionment? - Answers

Balinski and Young proved their method of apportionment by establishing the mathematical properties that any fair apportionment method should satisfy. They demonstrated that their method adhered to the principles of fairness, such as the quotas of the states and the population criterion, ensuring that no state could gain an advantage simply by the manipulation of population figures. Their work also included formal proofs that highlighted the consistency and stability of their method, reinforcing its theoretical foundation in the context of existing apportionment methods.



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How did Balinski and Young prove their method of apportionment? - Answers

https://math.answers.com/math-and-arithmetic/How_did_Balinski_and_Young_prove_their_method_of_apportionment

Balinski and Young proved their method of apportionment by establishing the mathematical properties that any fair apportionment method should satisfy. They demonstrated that their method adhered to the principles of fairness, such as the quotas of the states and the population criterion, ensuring that no state could gain an advantage simply by the manipulation of population figures. Their work also included formal proofs that highlighted the consistency and stability of their method, reinforcing its theoretical foundation in the context of existing apportionment methods.



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https://math.answers.com/math-and-arithmetic/How_did_Balinski_and_Young_prove_their_method_of_apportionment

How did Balinski and Young prove their method of apportionment? - Answers

Balinski and Young proved their method of apportionment by establishing the mathematical properties that any fair apportionment method should satisfy. They demonstrated that their method adhered to the principles of fairness, such as the quotas of the states and the population criterion, ensuring that no state could gain an advantage simply by the manipulation of population figures. Their work also included formal proofs that highlighted the consistency and stability of their method, reinforcing its theoretical foundation in the context of existing apportionment methods.

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      Balinski and Young proved their method of apportionment by establishing the mathematical properties that any fair apportionment method should satisfy. They demonstrated that their method adhered to the principles of fairness, such as the quotas of the states and the population criterion, ensuring that no state could gain an advantage simply by the manipulation of population figures. Their work also included formal proofs that highlighted the consistency and stability of their method, reinforcing its theoretical foundation in the context of existing apportionment methods.
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