Isomorphic subgroups of the rational numbers
This thesis is an exposition of the article entitled When Are Two Subgroups of the Rationals Isomorphic? by Friedrich Kluempen and Denice Reboli [6]. The subgroups of the rationals is divided into two categories, finitely generated and infinitely generated. A different approach was used to answer th...
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oai:animorepository.dlsu.edu.ph:etd_bachelors-34422021-06-28T02:11:47Z Isomorphic subgroups of the rational numbers Gustilo, Roland James This thesis is an exposition of the article entitled When Are Two Subgroups of the Rationals Isomorphic? by Friedrich Kluempen and Denice Reboli [6]. The subgroups of the rationals is divided into two categories, finitely generated and infinitely generated. A different approach was used to answer the question for each of the category. The concept of p-height is introduce to answer the question for infinitely generated subgroups. 2010-01-01T08:00:00Z text https://animorepository.dlsu.edu.ph/etd_bachelors/2442 Bachelor's Theses English Animo Repository Numbers Rational Isomorphisms (Mathematics) Physical Sciences and Mathematics |
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Numbers Rational Isomorphisms (Mathematics) Physical Sciences and Mathematics Gustilo, Roland James Isomorphic subgroups of the rational numbers |
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This thesis is an exposition of the article entitled When Are Two Subgroups of the Rationals Isomorphic? by Friedrich Kluempen and Denice Reboli [6]. The subgroups of the rationals is divided into two categories, finitely generated and infinitely generated. A different approach was used to answer the question for each of the category. The concept of p-height is introduce to answer the question for infinitely generated subgroups. |
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Gustilo, Roland James |
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Gustilo, Roland James |
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Gustilo, Roland James |
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Isomorphic subgroups of the rational numbers |
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Isomorphic subgroups of the rational numbers |
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Isomorphic subgroups of the rational numbers |
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Isomorphic subgroups of the rational numbers |
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Isomorphic subgroups of the rational numbers |
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isomorphic subgroups of the rational numbers |
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2010 |
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