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941

Reconciliation using Duplication, Transfer, and Loss SUPPLEMENTARY MATERIAL For the paper titled “Efficient Algorithms for the Reconciliation Problem with Gene Duplication, Horizontal Transfer, and Loss”, by Mukul S

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Source URL: bioinformatics.oxfordjournals.org

- Date: 2012-04-28 01:33:57
    942

    Generalised Time-Dependent Graphs for Fully Multimodal Journey Planning Jan Hrnˇc´ıˇr1 and Michal Jakob1 Abstract— We solve the fully multimodal journey planning problem, in which journey plans can employ any combi

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    Source URL: agents.fel.cvut.cz

    - Date: 2013-10-14 10:50:29
      943

      LIrrigation Water Salinity is becoming a problem in many areas of

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      Source URL: cotton.tamu.edu

      - Date: 2013-11-04 11:54:30
        944

        Satisfiability as a Classification Problem? David Devlin and Barry O’Sullivan Cork Constraint Computation Centre Department of Computer Science, University College Cork, Ireland {d.devlin|b.osullivan}@4c.ucc.ie

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        Source URL: www.cs.ucc.ie

        - Date: 2008-08-13 12:55:47
          945

          THE ROLE OF COMPLEMENTARY AND ALTERNATIVE MEDICINE (CAM) IN REDUCING THE PROBLEM OF ANTIMICROBIAL RESISTANCE THE ROLE OF COMPLEMENTARY AND ALTERNATIVE MEDICINE (CAM) IN REDUCING

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          Source URL: www.cam-europe.eu

          - Date: 2015-11-10 15:10:24
            946

            “ There is less fear and anxiety when people better understand a problem.” Lacy E. Harville III, M.D., FACS Thoracic and Cardiovascular Surgeon East Tennessee Cardiovascular Surgery Group, PC Knoxville, Tennessee

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            Source URL: s3-us-west-1.amazonaws.com

            - Date: 2016-10-11 13:51:50
              947

              Acta zoologica cracoviensia, 45(special issue): 39-54, Kraków, 29 Nov., 2002 Goose husbandry in Medieval England, and the problem of ageing goose bones Dale SERJEANTSON Received: 8 Nov., 2001

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              Source URL: db.isez.pan.krakow.pl

              - Date: 2006-11-10 08:24:14
                948

                Sketch Solutions to Problem Set 3 1) We are asked to solve for Y when:  Y = C+I+G  C = C0 +CyY NOTE: When Prof. DeLong asks you to “solve for Y” you are being asked to get Y on one side of the = sign by itself

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                Source URL: www.j-bradford-delong.net

                - Date: 2005-03-29 09:29:59
                  949

                  GEOL3010 Mineral Stoichiometry Problem Set 4

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                  Source URL: ruby.colorado.edu

                  - Date: 2006-04-16 06:21:18
                    950

                    Stochastic Multi-Armed-Bandit Problem with Non-stationary Rewards Yonatan Gur Stanford University Stanford, CA

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                    Source URL: papers.nips.cc

                    - Date: 2014-12-02 18:46:52
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