About: Soviet Union (Mathematics)   Sponge Permalink

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In Soviet Mathematics, the Soviet Union of two sets is similar to the mathematical union of two sets. In Mathematics, taking the union of sets A and B takes all the elements from both sets and gives a set C containing all the elements of both sets. Taking the Soviet Union of two sets takes all the elements from both sets and gives them to the glorious nation-state of Soviet Russia. In mathematical notation, the difference is clear: Another, similar type of Soviet Mathematics is the Soviet Intersection.

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  • Soviet Union (Mathematics)
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  • In Soviet Mathematics, the Soviet Union of two sets is similar to the mathematical union of two sets. In Mathematics, taking the union of sets A and B takes all the elements from both sets and gives a set C containing all the elements of both sets. Taking the Soviet Union of two sets takes all the elements from both sets and gives them to the glorious nation-state of Soviet Russia. In mathematical notation, the difference is clear: Another, similar type of Soviet Mathematics is the Soviet Intersection.
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  • In Soviet Mathematics, the Soviet Union of two sets is similar to the mathematical union of two sets. In Mathematics, taking the union of sets A and B takes all the elements from both sets and gives a set C containing all the elements of both sets. Taking the Soviet Union of two sets takes all the elements from both sets and gives them to the glorious nation-state of Soviet Russia. In mathematical notation, the difference is clear: Another, similar type of Soviet Mathematics is the Soviet Intersection. In Mathematics, taking the intersection of set A and B gives you a set C containing only the elements that are in set A and B. The Soviet Intersection however, takes a difference in ideologies and gives you a great bloody wall down the middle of the German capital. (Berlin Wall)
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