Coproduct

Results: 106



#Item
11A TWISTED BASS-HELLER-SWAN DECOMPOSITION FOR THE ALGEBRAIC K-THEORY OF ADDITIVE CATEGORIES arXiv:1309.1353v2 [math.KT] 1 Jun 2015  ¨

A TWISTED BASS-HELLER-SWAN DECOMPOSITION FOR THE ALGEBRAIC K-THEORY OF ADDITIVE CATEGORIES arXiv:1309.1353v2 [math.KT] 1 Jun 2015 ¨

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Source URL: 131.220.77.52

Language: English - Date: 2015-12-05 10:49:26
12Haskell eXchangeProgramming from Universal Properties  Gershom Bazerman,


Haskell eXchangeProgramming from Universal Properties Gershom Bazerman,


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Source URL: gbaz.github.io

Language: English - Date: 2016-02-29 17:49:20
13Coproducts and colimits of κ-quantales R. N. Ball and A. Pultr BLAST 6 June 2010

Coproducts and colimits of κ-quantales R. N. Ball and A. Pultr BLAST 6 June 2010

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Source URL: spot.colorado.edu

Language: English - Date: 2010-06-10 00:47:20
14TAME PARTS OF FREE SUMMANDS IN COPRODUCTS OF PRIESTLEY SPACES ˇ PULTR, AND JIR ˇ ´I SICHLER RICHARD N. BALL, ALES Abstract. It is well known that a sum (coproduct) of a family {Xi : i ∈ I} of Priestley spaces is a c

TAME PARTS OF FREE SUMMANDS IN COPRODUCTS OF PRIESTLEY SPACES ˇ PULTR, AND JIR ˇ ´I SICHLER RICHARD N. BALL, ALES Abstract. It is well known that a sum (coproduct) of a family {Xi : i ∈ I} of Priestley spaces is a c

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Source URL: iti.mff.cuni.cz

Language: English - Date: 2016-02-04 05:53:37
    15Hi-Pro 50 Description: Hi-Pro 50 is a blend of molasses (a coproduct consisting of the syrupy residue collected during the manufacture or refining of sugar cane/beet) and condensed molasses solubles (a high protein co-pr

    Hi-Pro 50 Description: Hi-Pro 50 is a blend of molasses (a coproduct consisting of the syrupy residue collected during the manufacture or refining of sugar cane/beet) and condensed molasses solubles (a high protein co-pr

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    Source URL: www.premiermolasses.ie

    Language: English - Date: 2015-05-25 10:56:19
      16Nutri-Mix Description: Nutri-Mix is a unique blend of molasses, condensed molasses soluables and delactose whey concentrate (a nutritious coproduct of the Irish Dairy Industry). Ideal as a complement to forages and strai

      Nutri-Mix Description: Nutri-Mix is a unique blend of molasses, condensed molasses soluables and delactose whey concentrate (a nutritious coproduct of the Irish Dairy Industry). Ideal as a complement to forages and strai

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      Source URL: www.premiermolasses.ie

      Language: English - Date: 2015-05-19 07:37:28
      17HOPF CATEGORIES E. BATISTA, S. CAENEPEEL, AND J. VERCRUYSSE Abstract. We introduce Hopf categories enriched over braided monoidal categories. The notion is linked to several recently developed notions in Hopf algebra the

      HOPF CATEGORIES E. BATISTA, S. CAENEPEEL, AND J. VERCRUYSSE Abstract. We introduce Hopf categories enriched over braided monoidal categories. The notion is linked to several recently developed notions in Hopf algebra the

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      Source URL: homepages.vub.ac.be

      Language: English - Date: 2015-03-18 11:01:38
      18Coproducts of Monads on Set Jiˇr´ı Ad´amek, Stefan Milius Nathan Bowler  Paul B. Levy

      Coproducts of Monads on Set Jiˇr´ı Ad´amek, Stefan Milius Nathan Bowler Paul B. Levy

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      Source URL: www.cs.bham.ac.uk

      Language: English - Date: 2012-06-05 09:36:57
      19arXiv:submitmath.AG] 19 FebAbsolute algebra and Segal’s Gamma sets Alain Connes and Caterina Consani Abstract We show that the basic categorical concept of an s-algebra as derived from the theory

      arXiv:submitmath.AG] 19 FebAbsolute algebra and Segal’s Gamma sets Alain Connes and Caterina Consani Abstract We show that the basic categorical concept of an s-algebra as derived from the theory

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      Source URL: www.alainconnes.org

      Language: English - Date: 2015-02-21 08:57:02
      20BRICS  Basic Research in Computer Science BRICS RSL. Santocanale: A Calculus of Circular Proofs and its Categorical Semantics  A Calculus of Circular Proofs and

      BRICS Basic Research in Computer Science BRICS RSL. Santocanale: A Calculus of Circular Proofs and its Categorical Semantics A Calculus of Circular Proofs and

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      Source URL: www.brics.dk

      Language: English - Date: 2001-05-09 04:26:17