Principal ideal

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1CATEGORIES AND HOMOLOGICAL ALGEBRA Exercises for April 26 Exercise 1. Let R be a principal ideal domain. If M is a finitely generated R-module, show that M is a projective R-module ⇐⇒ M is a free R-module ⇐⇒ M is

CATEGORIES AND HOMOLOGICAL ALGEBRA Exercises for April 26 Exercise 1. Let R be a principal ideal domain. If M is a finitely generated R-module, show that M is a projective R-module ⇐⇒ M is a free R-module ⇐⇒ M is

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Source URL: www.math.ru.nl

Language: English - Date: 2018-05-17 10:22:49
    2Computing Generator in Cyclotomic Integer Rings A subfield algorithm for the Principal Ideal Problem in L|∆K | and application to the cryptanalysis of a FHE scheme 1 2

    Computing Generator in Cyclotomic Integer Rings A subfield algorithm for the Principal Ideal Problem in L|∆K | and application to the cryptanalysis of a FHE scheme 1 2

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    Source URL: alexgelin.github.io

    Language: English - Date: 2018-07-18 08:05:29
      3

      KINETIC THEORY This brief paper on kinetic theory deals with three topics: the hypotheses on which the theory is founded, the calculation of pressure and absolute temperature of an ideal gas and the principal consequence

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      Source URL: www.superzeko.net

      Language: English - Date: 2013-10-25 15:44:16
        4Efficient quantum algorithms for computing class groups and solving the principal ideal problem in arbitrary degree number fields Jean-Fran¸cois Biasse∗ Abstract This paper gives polynomial time quantum algorithms for

        Efficient quantum algorithms for computing class groups and solving the principal ideal problem in arbitrary degree number fields Jean-Fran¸cois Biasse∗ Abstract This paper gives polynomial time quantum algorithms for

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        Source URL: fangsong.info

        Language: English - Date: 2018-07-17 14:44:28
          5Computing generator in cyclotomic integer rings ? A subfield algorithm for the Principal Ideal Problem in  

          Computing generator in cyclotomic integer rings ? A subfield algorithm for the Principal Ideal Problem in  

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          Source URL: alexgelin.github.io

          Language: English - Date: 2018-07-18 08:05:29
            6B a r M en u Light bites Ideal for one or as nibbles to share Tomato hummus grilled pitta bread (v)

            B a r M en u Light bites Ideal for one or as nibbles to share Tomato hummus grilled pitta bread (v)

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            Source URL: www.principal-hayley.com

            - Date: 2016-06-29 08:10:48
              7Gluten de blé 500g En bref : Les protéines sont le principal composant du gluten de blé. Il constituera donc un remarquable apport en protéines dans vos recettes. Il est idéal dans le cadre d’une alimentation vég

              Gluten de blé 500g En bref : Les protéines sont le principal composant du gluten de blé. Il constituera donc un remarquable apport en protéines dans vos recettes. Il est idéal dans le cadre d’une alimentation vég

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              Source URL: www.bulles-de-vie.fr

              Language: French - Date: 2013-09-12 11:23:01
                8Finitely Generated p-Primary Modules over PIDs E. L. Lady ASSUMPTIONS. R is a principal ideal domain and (p) is a prime ideal. M is a module such that pk M = 0 and pk−1 M 6= 0 . Furthermore m ∈ M is such that pk−1

                Finitely Generated p-Primary Modules over PIDs E. L. Lady ASSUMPTIONS. R is a principal ideal domain and (p) is a prime ideal. M is a module such that pk M = 0 and pk−1 M 6= 0 . Furthermore m ∈ M is such that pk−1

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                Source URL: www.math.hawaii.edu

                Language: English - Date: 2001-04-07 05:36:01
                  9Lemma. (1) If p is an ideal which is maximal with respect to the property that p is not finitely generated then p is prime. (2) If p is an ideal maximal with respect to the property that p is not principal, then p is pri

                  Lemma. (1) If p is an ideal which is maximal with respect to the property that p is not finitely generated then p is prime. (2) If p is an ideal maximal with respect to the property that p is not principal, then p is pri

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                  Source URL: www.math.hawaii.edu

                  Language: English - Date: 2001-04-07 05:35:52
                    10Sage Reference Manual: General Rings, Ideals, and Morphisms Release 6.7 The Sage Development Team

                    Sage Reference Manual: General Rings, Ideals, and Morphisms Release 6.7 The Sage Development Team

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                    Source URL: doc.sagemath.org

                    Language: English - Date: 2015-06-24 05:21:38