37 research outputs found

    Microorganisms colonizing straws buried in Chile desert soil samples

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    Microorganisms trapping by colonization of sterile organic plant parts buried in Chile desert soil sample

    Measurements of Carbon and Nitrogen Changes in Soil

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    Measurements of Carbon and Nitrogen Changes in a Desert Soil

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    On the topological Hochschild homology of bu. I.

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    The purpose of this paper and its sequel is to determine the homotopy groups of the spectrum THH(l). Here p is an odd prime, l is the Adams summand of p-local connective K-theory (see for example [25]) and THH is the topological Hochschild homolog

    Mycorrhizae of Desert Plants

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    The approximation theorem and the K-theory of generalized free products

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    this paper to show how to derive the main theorems of [8] as applications of results and methods of [9]. Using different methods, Pierre Vogel [7] has also reconsidered results of [8]. We first develop language so that essentially the same fibration used in [8] may be derived from a general fibration theorem (Theorem 1.6.4 of [9, page 354]) developed as part of the overall approach to abstract algebraic K-theory described in [9]. This is Proposition 2.1 below. Our main contribution is the description of how the approximation theorem (Theorem 1.6.7 of [9, page 354]) may then be used to interpret terms in the fibration. These results are Theorems 2 and 3 stated at the end of the section. We are able to replace the technical manouvering required in the original proofs with arguments that follow a standard pattern and are more conceptual. The paper also provides an introduction to a few of the ideas we will use in [5], where we generalize the situation to the case of simplicial rings. One of the goals of [5] is to set up a framework which will also allow us to handle decomposition problems in th

    Stable K-theory and topological Hochschild homology of A infinity rings

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    this paper, and modifications necessary to treat the case of A1 -rings will be indicated in [14]. 3 Approximations to stable K-theor
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