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Research Article

Bayesian coclustering of Anopheles gene expression time series: Study of immune defense response to multiple experimental challenges

Nicholas A. Heard, Christopher C. Holmes, David A. Stephens, David J. Hand, and George Dimopoulos
PNAS November 22, 2005 102 (47) 16939-16944; https://doi.org/10.1073/pnas.0408393102
Nicholas A. Heard
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Christopher C. Holmes
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David A. Stephens
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David J. Hand
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George Dimopoulos
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  1. Edited by James O. Berger, Duke University, Durham, NC (received for review November 11, 2004)

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    Fig. 1.

    A. gambiae cell line gene-expression profiles at six consecutive time points after microbial challenge. Vertically, each block corresponds to one the four bacterial or chemical challenges, in order from bottom to top as follows: S.t., M.l., L.m., and the yeast wall extract zymosan. Red corresponds to gene up-regulation; green corresponds to gene down-regulation. Genes are presented in random order.

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    Fig. 2.

    Histograms of empirical cross-correlations, computed by taking the set of gene-by-gene (Pearson) correlation coefficients across all possible pairs of experiments. The bias toward a positive correlation evident in this image indicates that there evidence for dependence between experiments.

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    Fig. 3.

    Hierarchically clustered expression profiles of bacterial or chemical experiment data. From bottom to top: S.t., L.m., M.l., and zymosan.

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    Fig. 4.

    Three coregulated gene clusters from Bayesian agglomerative clustering (clusters 1, 4, and 5) that are highly enriched with putative immune genes. Each 2 × 2 block of plots corresponds to the gene-expression profiles under the four bacterial and chemical challenges. Genes contained in each cluster are presented in Fig.6, which is published as supporting information on the PNAS web site. Log2-transformed fold regulation is indicated on the vertical axis, and assayed time points are indicated on the horizontal axis.

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    Fig. 5.

    A model of Toll pathway and melanization reaction activation by components found in clusters 1 and 4 in Fig. 4. For details on these pathways, see ref. 15.

Tables

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    Table 1. Log predictive densities
    t left out,* h Individual† Joint†
    4 –44.146 799.275
    8 389.805 1056.590
    12 –1366.335 –184.610
    18 –1892.495 –543.024
    Average –706.220 282.058
    • ↵ * The particular time point (h) left out in the CV

    • ↵ † The log predictive possibilities through modeling the experiments separately and using coclustering

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    Table 2. Estimated correlation between the experiments from the coclustering algorithm
    S.t.L.m.M.l. Zymosan
    S.t. 1 0.782 0.624 0.614
    L.m. 0.782 1 0.702 0.876
    M.l. 0.624 0.702 1 0.842
    Zymosan 0.614 0.876 0.842 1

Data supplements

  • Heard et al. 10.1073/pnas.0408393102.

    Supporting Information

    Files in this Data Supplement:

    Supporting Text
    Supporting Figure 6




    Supporting Figure 6

    Fig. 6. Dendrograms of agglomerative clustering of the treatments using standard hierarchical clustering on the concatenated time series of the genes, under either a Euclidean or correlation metric.

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Bayesian coclustering of Anopheles gene expression time series: Study of immune defense response to multiple experimental challenges
Nicholas A. Heard, Christopher C. Holmes, David A. Stephens, David J. Hand, George Dimopoulos
Proceedings of the National Academy of Sciences Nov 2005, 102 (47) 16939-16944; DOI: 10.1073/pnas.0408393102

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Bayesian coclustering of Anopheles gene expression time series: Study of immune defense response to multiple experimental challenges
Nicholas A. Heard, Christopher C. Holmes, David A. Stephens, David J. Hand, George Dimopoulos
Proceedings of the National Academy of Sciences Nov 2005, 102 (47) 16939-16944; DOI: 10.1073/pnas.0408393102
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Proceedings of the National Academy of Sciences of the United States of America: 102 (47)
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