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1 W. M. Keck Center for Collaborative Neuroscience, Rutgers, State University of New Jersey, Piscataway, New Jersey 08854
2 Department of Statistics, Rutgers, State University of New Jersey, Piscataway, New Jersey 08854
3 Department of Cell Biology and Neuroscience, Rutgers, State University of New Jersey, Piscataway, New Jersey 08854
| ABSTRACT |
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DNA microarrays; clustering analysis; cyclooxygenase-2; gene expression
| INTRODUCTION |
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The traditional target of anti-inflammatory therapy is the conversion of arachidonate to prostanoids by cyclooxygenase (COX), also known as prostaglandin H2 synthetase (PGHS). There are two gene isoforms of COX in mammals, COX-1 and COX-2. Typically, COX-1 is constitutively expressed in many tissues, including gastrointestinal tract and kidney. An inducible gene, COX-2 is expressed primarily in brain and macrophages (14, 35, 43). COX-3 mRNA, an alternative product of the COX-1 gene, is most abundantly expressed in the mature brain and spinal cord tissue, compared with other tissues (7, 33, 58). COX-1 and COX-2 mRNA (20, 26) and protein (12, 50) are found in spinal cord. COX is the target of the family of nonsteroidal anti-inflammatory (NSAID) compounds, including the broadly antagonistic indomethacin. COX-3 is thought to be the main therapeutic target of acetaminophen (7, 58). It would appear that an NSAID might be effective in reducing inflammatory mechanisms following SCI.
The glucocorticoid methylprednisolone (MP) has been an accepted anti-inflammatory therapy for acute spinal contusion for some time (2); however, there have been doubts expressed about its efficacy (28, 29, 47). Other NSAIDs have been tried with little success (W. Young, personal communication). We wished to systematically compare MP, NSAIDs, and direct inhibition of inflammatory cytokines to determine whether patterns of gene expression could be used to distinguish candidate compounds for in vivo testing.
In the present study, we utilized DNA microarrays to compare gene expression following five anti-inflammatory treatments. We expected to see a major similarity between these treatments due to their anti-inflammatory mechanisms. However, it was hypothesized that there may also be some novel molecular mechanisms to distinguish one compound over others. Four hours following explantation, expression of 5,000 genes was measured by our custom rat microarrays. A number of statistical methods for gene filtering [SAM (67), ANOVA, the Welch F-test, and permuted versions of these] and clustering methods [principal components analysis (PCA), gene shaving (24); K-means, PAM/K-medoids, and data depth-based methods (ReD/DDclust; 30)] were applied to the data. A unique pattern of gene expression was revealed, in which a prominent cluster of genes was selectively enhanced by the COX-2 inhibitor NS398, and this pattern was identified by each method tested. Presumed functions of the selected genes could be associated with protective mechanisms. Finally, the COX-2 inhibitor SC58125 or NS398, which has been recently shown to reduce hyperalgesia and allodynia and to enhance locomotor function (21, 50), was also found to reduce tissue lesion volumes. Selection of candidate anti-inflammatory compounds using explanted spinal cord cultures and microarray assays proves to be an efficient and effective method for accelerating therapeutic screening.
| MATERIALS AND METHODS |
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Spinal Cord Injury
Long-Evans rats were treated with drugs or vehicle 1 h prior to (NS398, 5 mg/kg ip) or immediately after (MP, 30 mg/kg iv; acetaminophen, 128 mg/kg po) SCI. After deep anesthesia, a thoracic (T9-T10) laminectomy was performed. A 10-g, 2.5-mm diameter rod was released from a 25-mm height onto exposed spinal cord, using the MASCIS injury model (19, 36), as we previously described (5). Immediately after contusion, rats pretreated with NS398 were given a second dose (5 mg/kg ip). Six or 12 h following injury, the rats were euthanized, and spinal tissue was removed for atomic absorption spectroscopy.
Lesion Volumes
After contusion, spinal cord segments were removed and weighed, and a small aliquot of the TRIzol homogenate (below) was diluted in water, sonicated, and assayed for total tissue potassium by atomic absorption spectroscopy as previously described (8, 36).
RNA Preparation
RNA was prepared from drug- or vehicle-treated spinal cord tissues. Tissues were homogenized with a tissue grinder in TRIzol (Invitrogen). Chloroform was added to the TRIzol homogenate to separate phases, then the aqueous phase was removed, mixed with an equal volume of 70% ethanol, and loaded onto an RNeasy column (Qiagen, Valencia, CA). The column was washed and RNA eluted following the manufacturers recommendations. RNA was subjected to spectroscopic analysis of quantity and purity, with A260/A280 ratios at pH 8.0 between 1.9 and 2.1 for all samples. All RNA samples were subjected to capillary electrophoresis on an Agilent 2100 Bioanalyzer (Palo Alto, CA), with all samples demonstrating sharp 18S and 28S ribosomal RNA bands.
Microarrays
Design.
The 4,967 probes on our custom microarrays contain a collection of 4,854 oligonucleotides specific for 4,803 rat cDNA clusters purchased from Compugen (Jamesburg, NJ) and a custom set of 113 oligos designed and synthesized by MWG-Biotech (Ebersberg, Germany). The probes, 6570 nt in length, are standardized for melting temperature and homology is minimized. All bioinformatics for the oligonucleotides are provided on our searchable web site (http://www.ngelab.org).
Printing and processing.
Microarrays were printed on poly-L-lysine-coated glass slides using an OmniGrid microarrayer (GeneMachines, San Carlos, CA) and quill-type printing pins. Poly-L-lysine slides were prepared and scanned at 532 nm and 635 nm in an Axon GenePix 4000B Scanner (Axon Instruments, Union City, CA) to evaluate surface quality. Slides were stored in a bench-top desiccator for at least 3 wk prior to use. Oligonucleotides were resuspended to 40 µM in 3x SSC and rehydrated with shaking at room temperature. Printing was performed at 24°C with a relative humidity of
50%. After printing, arrays were stored overnight in a Parafilm-sealed plastic slide box in a desiccator at room temperature and postprocessed by standard procedures. Slides were stored at room temperature in a sealed plastic slide box in a desiccator and used for up to 3 mo after printing.
Hybridization.
Fluorescent probes were prepared using the Genisphere 3DNA dendrimer system (Genisphere, Hatfield, PA). Two micrograms of total cellular RNA was reverse-transcribed from a "capture-sequence"-containing oligo-d(T)18 primer using SuperScript II (Invitrogen). Following alkaline hydrolysis and neutralization, the cDNA target was hybridized with probes on the array at 58°C for 12 h using a Ventana Discovery workstation (Ventana Medical Systems, Tuscon, AZ) and washed to high stringency (6). Dye- and capture sequence-specific fluorescent dendrimers (Genisphere) were then hybridized at 58°C for 2 h. The arrays were washed after removal from the Discovery workstation and scanned on an Axon GenePix 4000B. Raw data are available from the National Center for Biotechnology Information Gene Expression Omnibus (GEO) repository (http://www.ncbi.nlm.nih.gov/geo/query/acc.cgi?acc=GSE633).
Data transformation.
Image files were processed using Axon GenePix 4.0 software, resulting in text files containing median fluorescence feature intensities and median local backgrounds. Features overlaid with contaminants or near background were flagged. The data files were loaded into an open-source, MIAME-compliant, web-accessible database (BASE) (52). Data were then imported into GeneSpring (Silicon Genetics, Redwood City, CA), and normalized by the "per chip, per spot Lowess" method in GeneSpring (72).
Statistical Analysis
Normalized data were filtered by several methods (see RESULTS). For comparing clustering techniques, we used the GeneSpring (Silicon Genetics; version 6.0) filter based on the Welch F-test. We adjusted for multiple comparisons using the Benjamini and Hochberg false discovery rate with cutoff P = 0.05. Thus 382 genes were retained for further analysis. To prevent that our analysis was much affected by spurious variations, we performed clustering analyses on a reduced-dimension data set consisting of the median log ratios across replicates.
Principal components analysis.
For PCA, we started with a "centered" matrix of log expression data, X. Each row corresponds to a different gene, and each column corresponds to one of the seven different conditions to which the spinal cord slices were treated. The xab element of the matrix contains the a-th genes expression ratio of condition b to a vehicle control. To compute the principal components, the eigenvalues and their corresponding eigenvectors were calculated from the covariance matrix of conditions. Each eigenvector defines a principal component. Each component represents a weighted sum of the conditions, with the coefficients of the eigenvectors as the weights. Each eigenvalue accounts for some degree of total variance over all genes. Therefore, the eigenvectors with large eigenvalues contain most of the information; eigenvectors with small eigenvalues are uninformative. The way to determine the real dimension of the data, disregarding noisy components, is often heuristic. Eliminating low-variance components, while reducing noise, also discards information. We chose to use one criterion that eliminates all components that accounted for similar, but insignificant (<10%) overall variability (49).
Gene shaving (GS).
This algorithm was designed to identify the most variable genes that coherently cluster together across samples (24). In the gene expression matrix, the rows correspond to genes, and the columns correspond to samples. The algorithm uses an iterative computation based on the principal components from PCA. The calculation generates nested clusters in a top-down manner, starting with all the genes, and decreasing down to only one gene. For each cluster of genes, the largest principal component is computed. The correlation of each gene to this principal component is then computed, and genes having the lowest correlation are removed (shaved off). The shaving process requires repeated computation on the reduced cluster of genes. The gap statistic is used to determine appropriate cluster size (24). We tried different shaving factors, i.e., the fraction of genes removed at each iteration. We present the results with shaving factor 5% and 100 permutation data sets used in the gap algorithm to estimate cluster size. This choice of parameters gave stable results, such that the leading clusters and components did not change when the analysis was repeated.
K-means.
K-means is a commonly used clustering method. It works on the principle of partitioning the data around cluster representatives, here means. The K-means algorithms iterates between two steps: 1) the nearest-mean allocation, where distances from observations (genes) to the means are calculated and genes grouped to the closest mean; and 2) the updating step, where the group means are recomputed given the new partition. The algorithm iterates until the average distance from observations (genes) to the means is minimized. Because K-means is based on averages, it is a notoriously nonrobust clustering method.
Partition around medoids/K-medoids.
Partition around medoids (PAM) robustifies K-means by using "medoids" as representatives instead of means (32). The medoids are restricted to belong to the set of observations. The PAM algorithm is also iterative. Step 2 is now replaced by a medoid-swap, where candidate observations (genes) replace the current medoids. We applied PAM to our data set for various numbers of clusters. We present results obtained with the number of clusters selected by validation methods such as the gap statistic (65).
K-medians.
PAM is an approximation of the exact K-median. If we relax the condition that the cluster representatives have to be medoids (belong to the set of observations), and instead use the multivariate medians, then we can robustify the clustering further (31). K-medians, like PAM, is an iterative algorithm. It iterates between: 1) nearest-multivariate-median allocation and 2) updating the multivariate medians, which can be computed by a fast iterative algorithm (68).
DDclust.
Jornsten (30) recently proposed a new clustering method based on data depth. DDclust is a scale-independent clustering method and allows for the presence of clusters of different scale (within-cluster variance). The methods described above are all highly scale dependent, with clustering criteria similar to the average within-cluster variance. These methods are therefore easily dominated by a single high-variance cluster. The building block of DDclust is the L1 data depth of Vardi and Zhang (68) defined as follows. For a point and an observation, take the unit vector, pointing in the direction from the point to the observation. Compute the average of all the unit vectors from the point to observations in a data cluster. Define the data depth D = 1 ||Average of unit vectors||. D is near 0 if the point is close to edge of the data cluster, and D near 1 if the point is close to the center of mass of the data cluster. The interpretation is that 1 D is the additional probability mass needed at the point to make it the multivariate median of the data cluster. Jornsten et al. (31) extended the L1 data depth to multiple data clusters for the purpose of cluster validation. To validate the outcome of a clustering method, let each observation in a cluster take on the role of the point in turn. With each observation we can associate a depth DW (W, "within") with respect to the cluster it belongs to and a depth DB (B, "between") with respect to the nearest competing cluster. The relative data depth (ReD) of an observation is the difference ReD = DW DB. Now, a well-clustered observation has ReD near 1, and an observation on the boundary between clusters has negative or near-zero ReD. An appropriate number of clusters for the data set is selected by maximizing the average ReD.
DDclust uses ReD to do clustering. Instead of separating the two tasks of clustering and validation, we combine the two into one step. DDclust finds the partition of the data that maximizes ReD directly. The algorithm is iterative. At each iteration, candidate observations are relocated and a new partition is accepted if ReD increases. To avoid convergence to local maxima, a stochastic search strategy is employed.
Cluster validation criteria.
As described above, the relative data depth, ReD, can be used to select the number of clusters and also to identify outliers (small ReD) and central observations (ReD near 1). A similar tool, the silhouette width, sil, was introduced by Kaufman and Rousseeuw (32). Consider a point in the data set. Let a be the average distance from the point to all the other observations in the cluster, and let b be the average distance from the point to all the observations in the nearest competing cluster. The silhouette width of the point is sil = (b a)/max(a,b). Now let each observation take on the role of the point in turn. A negative of near-zero sil value indicates that the observation does not cluster well with the data; sil near 1 indicates the opposite. The number of clusters in a data set is selected by maximizing the average sil value. Jornsten et al. (31) found that sil is very sensitive to the scales of the individual clusters and tends to underestimate the number of clusters if high-variance clusters are present.
The gap statistic is another method for selecting the number of clusters (65). The method is based on permutations of the data. For each number of clusters we cluster the original data and many perturbed versions of the data for which the natural number of clusters should be 1. We compute the clustering criterion, i.e., average within-cluster variance. This quantity decreases with increasing number of clusters, on both the original and perturbed data. What we are looking for is a significant gap between the criterion computed on the original data and the criterion computed on the perturbed data. We choose the number of clusters as the smallest number k for which a significant increase in gap is observed by going from k 1 to k clusters.
Quantitative Real-Time PCR
We confirmed selected microarray results by comparison with mRNA levels obtained by quantitative reverse transcription PCR (Q-RT-PCR) using selected gene-specific primer pairs (Table 2). RNA was reverse transcribed with SuperScript II and random primers as suggested by the manufacturer (Invitrogen). The PCR reactions were carried out using 10 ng of cDNA, 50 nM of each primer, and SYBR Green master mix (Applied Biosystems, Foster City, CA) in 10-µl reactions. Levels of Q-RT-PCR product were measured using SYBR Green fluorescence (51, 70) collected during real-time PCR on an Applied Biosystems 7900HT system. A control cDNA dilution series was created for each gene to establish a standard curve. Each reaction was subjected to melting point analysis to confirm single amplified products.
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| RESULTS |
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Data were normalized using "Lowess" (72) (also known as "Loess"). The data set was filtered by various methods that we briefly describe here. The GeneSpring filtering method proceeds in three steps. First, a subset of genes that satisfy a "minimum data" requirement is identified. With our version of GeneSpring (6.0) this requirement consisted of a gene having at least two measurements for at least two conditions (here, compounds). The second step is to apply the Welch F-test to this subset of genes. The third step is to apply the Benjamini-Hochberg P value correction for multiple comparisons and retain only those genes with adjusted P values below a threshold (here, P = 0.05). GeneSpring identified a subset of 382 genes that are different in at least one of the conditions. GeneSpring is a popular software tool, and we chose to focus on the GeneSpring output in our clustering analyses. However, the minimum data requirement seems somewhat arbitrary, and the Welch F-test is based on normality assumption for the data. We therefore compared other filtering methods to the GeneSpring filter to better ascertain how reproducible our analyses results were.
We applied standard ANOVA and Welch F-test to the data set where the minimum data requirement was more restrictive. GeneSpring allows for the selection of genes where as few as two compounds are tested. It is an easy simulation exercise to show that high significance levels can be obtained for genes with many missing values, where if the full data had been available, the genes would be far from significant. We apply the filters only to those genes that have at least two observations for all compounds. This subset contains 3,500 genes, compared with the 4962 features flagged as "present" by GenePix and GeneSpring. The Welch F-test allows for different variances for the treatment groups, whereas ANOVA assumes equal variance. With few replicates it is difficult to judge whether variances are equal or not, but since violation of this assumption renders the ANOVA test invalid, it is safer to use the Welch F-test, although this can lead to loss of power. We included both tests for illustrative comparison here. We used the model-based P values and adjusted using the Benjamini-Hochberg method. The ANOVA filter identified a subset of 479 genes, and the Welch F-test identified a subset of 478 genes. The overlap was 274. We also apply ANOVA and the Welch F-test and compute permutation-based P values rather than relying on P values obtained under the normality assumption (ANOVA permuted, Welch F-test permuted). By permuting the data set to generate a nonparametric null distribution, it is possible to calculate P values without requiring normality. However, permutation-based tests suffer from granularity, and the permuted Welch F-test has limited power when there are few replicates. ANOVA and the Welch F-test have been found to be relatively robust with nonnormal data. We include the permutation-based tests/filters for completeness. To perform permutation-based tests, we have to impute missing values. We thus only work with genes that have no more than two missing values (2,532 genes satisfy this criterion) and impute the missing values using k-nearest neighbors, where k = 5. permuted ANOVA identified 559 genes, and permuted Welch F-test identified 222 genes. Finally, we applied the SAM ("significance analysis of microarrays"; 67) filtering method to our data. SAM identified a subset of 120 genes. A comparison of the filtering methods found a general overlap and some exceptions (Fig. 1). Among nonpermuted tests (Fig. 1A), the GeneSpring filter set is most similar to the Welch F-test. As expected, the reduced power of the permuted Welch F-test leads to a reduced overlap with the GeneSpring set (Fig. 1B). Since the GeneSpring set largely overlaps with the other filters and since GeneSpring is commonly used by microarray researchers, we chose to evaluate multiple clustering methods with this filter, which produced a subgroup of 382 genes that were significantly altered in any condition. We concluded that this group of genes could serve as a proxy for the effects of each compound on spinal tissue in the presence of injury.
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20.7% of the variability, described a surprising effect within our experiment. This vector described a pattern of response that was unique to NS398, the COX-2 inhibitor. We interpreted this result as demonstrating a unique pattern of cellular mechanisms affected by COX-2 inhibition during SCI. This unique pattern of responses represented the goal of our analysis. However, since PCA does not partition the data, we were unable to interpret the response pattern biologically.
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On the log-transformed data the K-median five-group clustering finds patterns corresponding to genes that are similarly upregulated in all treatments, similarly downregulated in all treatments to two different levels, and two group patterns showing the effect of injury (Fig. 3C). If we increase the number of clusters to eight, then the up- and downregulated pattern clusters split and an additional cluster showing the distinct NS398 pattern emerges (Fig. 3D; Table 1). We obtain similar results if we use PAM instead of the K-median (not shown). When we use the K-median with a stochastic search strategy on the log-transformed data with five clusters, we identify a local solution where the NS398 pattern is present. This clustering is not the global solution for which the average distance to the cluster representatives is minimized. However, the ReD and sil validation criteria are much higher for this local solution. Finally, the five-group DDclust clustering picks up the NS398 pattern (Fig. 3F; Table 1). Furthermore, a randomized data set does not produce recognizable clusters, and the ReD and sil values fall off by more than 50% (not shown).
Resulting clusters were examined for fit within their assigned clusters using the ReD method and the silhouette width (Fig. 5). The cluster consisting of genes uniquely upregulated by NS398 exhibits excellent ReD and sil values, indicating it is a stable cluster, clearly separated from the rest (Fig. 3F, cyan). This cluster contains only eight genes and is a subset of the gene shaving cluster (Table 1; Fig. 3B). Seven of the eight genes are conserved in the PAM/K-medoid (K = 8) cluster (Table 1; Fig. 3D). Thus there is a consensus between all these exploratory clustering methods regarding this small set of genes. The differences we do observe are easy to explain. Most clustering methods are scale driven, i.e., the data set is partitioned to minimize a global criterion similar to within-cluster variability or scale. The scale-dependent methods (PAM/K-median) split the large-scale downregulated clusters repeatedly before finding the small NS398 group. However, clusterings that identify this small group early on correspond to higher cluster quality and validation values (sil and ReD) than do those that split the downregulated patterns according to the global scale-dependent clustering criterion (e.g., K-median). DDclust is robust and scale independent and allows for the presence of small and large, tight and large-scale clusters, together. This scale independence of DDclust is also demonstrated by applying the algorithm to log-transformed and raw data. The method identifies near equal clusterings on both data sets (not shown). The K-median algorithm and other scale-dependent methods are more sensitive to the transform (as discussed above). The log transform is commonly applied to microarray data to symmetrize and compress the scale of the data. However, it is important to realize that the transform in most cases does affect the clustering outcome. For downregulated genes the effect of the log transform is to aggressively expand the scale. Other transforms such as the generalized log have thus been proposed to remedy the numerical instability of the log in these ranges (11). A clustering algorithm that is less sensitive to the effects of the various suggested transforms is thus preferable.
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| DISCUSSION |
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The most obvious targets for selective inhibition of inflammation are the COX family of enzymes, which mediate the production of prostaglandins and other arachidonic acid metabolites. COX-1 is present in spinal tissues, and COX-2 has been found following SCI (50). The COX-selective NSAIDs are valuable in treating a broad range of inflammatory models. Furthermore, we have previously studied cytokine cascades in SCI (44), and we wondered whether a direct inhibition of IL-1 and TNF
might be efficacious. The traditional approach would have been to group large numbers of animals, dose with the desired compounds, perform surgical contusions, and then screen animals for rescued tissue or rescued function. This method is expensive and time-consuming. We chose instead to screen injured, cultured spinal tissue and to assess physiological outcomes by microarray analysis. Our goal was to group compounds with similar physiological effects to distinguish those that differ from the effects of MP. This concept has been used by others (75) but requires sufficiently sensitive bioinformatic clustering methods to extract pertinent physiological patterns.
We compared several filtering methods. The GeneSpring filter is based on the Welch F-test. However, the minimum data requirement seemed arbitrary to us, and we wanted to examine whether our conclusions would hold up if other filtering methods and minimum data requirements were used. We compared SAM, ANOVA, and Welch F-test with a more restrictive minimum data requirement and permutation-based versions of the latter two. There was a considerable overlap between the generated gene lists of all filters but also a significant proportion of genes that were identified by only one or two of the filtering methods. However, regarding the small subset of genes that we had identified as being related to the NS398 compound, there was a general consensus between the filtering methods.
We also compared several clustering algorithms. On raw data the algorithms agreed closely. After applying a log transform we still saw consensus regarding a subset of genes relating to NS398. PCA identifies two components that explain most of the variability in the GeneSpring-selected subset of the data (Fig. 2). The first component appears to demonstrate a common set of physiological effects for every tested anti-inflammatory compound. The second component identified a pattern selective for NS398, the COX-2-specific inhibitor. To partition the data using these PCA vectors, we turned to gene shaving (24). As expected, the GS partitioning reflected patterns observed in PCA, but we found that GS was unable to clearly separate the NS398 group in log-transformed data (Fig. 3A) but did distinguish the NS398 group in nontransformed data (Fig. 3B). The log transform had little effect on PCA. We then turned to K-medians (Fig. 3, C and D). Since this method requires the number of clusters be selected initially, we judged the number of clusters in the data using the gap statistic (Fig. 4), which initially suggested k = 5, but on closer inspection suggested an alternative clustering with k = 8. The clusterings reflected this transition, grouping data into indistinct subsets with k = 5 (Fig. 3C), but providing isolation of the NS398-enhanced genes with k = 8 (Fig. 3D). K-means exhibited results similar to K-median. Finally, the ReD-based DDclust technique readily identified the NS398-increased genes among five clusters (Fig. 3F). Using ReD, we found a tight fit for members of the fifth cluster (Fig. 5). Among the algorithms tested, DDclust produced the most selective and stable clusters and was relatively unaffected by data transformations. Using ReD, we were best able to judge the fit of individual genes to the selected cluster.
With the selection of DDclust as the most robust method, we reexamined the various filtering methods (Fig. 7). Although there were minor variations in genes retained by the various filters (Table 2), DDclust identified essentially identical patterns of NS398-specific clusterings. We conclude that the selection of filtering and clustering methods may be optimized, but the presence of a robust pattern in the data should be detectable under any of the methods tested.
The genes selected by the various methods are listed in Table 1, and those selected by DDclust are graphed in Fig. 6. Results were confirmed for NS398 treatment of the DDclust cluster 5 by Q-RT-PCR (Table 3). Of the six genes in common to all filtering methods (Csh1, Dcn, Mgp, Scya2, Scyb2, and Vim; Table 2), we interpret the predicted physiological effects in the context of SCI to be beneficial, i.e., promoting tissue resolution and preserving cells from damage or death. Individual genes and their interpretation are summarized below.
Several chemokines have been shown to increase following spinal contusion (16, 38, 41), and inhibition of specific chemokines has proven beneficial (17, 18). However, we interpret the NS398-increased chemokines Scya4 and Scyb2 as primary responses to removal of inhibition by prostaglandins (37, 63) and potentially valuable in stimulating the proper activation of infiltrating macrophages. Activated macrophages have been found to promote repair of injured spinal tissue and to enhance functional recovery (48, 59). If correctly activated macrophages are beneficial, then enhanced levels of Dcn are important because Dcn may reverse TGFß inhibition of macrophage activation (13, 60). Of course, reduced numbers of peripheral macrophages have also been found to preserve spinal tissues (45), and macrophages or microglia are found associated with apoptotic oligodendrocytes (61). These conflicting observations suggest to us that macrophages lacking the appropriate activation signals are likely to cause tissue damage through nonspecific toxic pathways, but that activation may promote mechanisms leading to tissue resolution. Our choice among these hypotheses is admittedly arbitrary.
Gro, also known as CINC-1, macrophage inflammatory protein 2
, growth-related protein ß, and KC, is a neutrophil chemoattractant, part of C-X-C family. It has been found to be induced to a higher extent in spinal cord than brain by IL-1ß, which is consistent with a more rapid accumulation of neutrophils after injury (4) or ischemia (40). Expression has been noted previously in vascular cells 4 h following spinal contusion (66), and it may induce IL-6 and other signaling molecules such as prolactin (55, 56). We predict that NS398-induced expression of Gro may lead to enhanced neutrophil accumulation and localized damage following SCI but also may be involved in regulating immune response to injury.
Stress response products such as Hmox1 and Hspa1a would be expected to be neuroprotective (64, 73). Induction of homologous Hmox2 by phorbol esters protects brain cultures from oxidative stress (10). Hspa1a (Hsp70) protects against apoptosis (53) and is associated with ischemic preconditioning (42, 74). Csh1 (formerly known as placental lactogen) and prolactin inhibit NO-induced apoptosis of lymphoma cells, potentially by enhancing anti-apoptotic bcl-2 family members (15, 34). The protective nature of these genes is much clearer.
Vim increase is likely a product of glial remodeling, most likely in the ependymal cells (9). Although there is no evidence that ependymal remodeling provides protective function, one might imagine that efforts to repair of the central canal could restore cerebrospinal flow. Finally, Mgp induces expression of BMP-2, a powerful regulator of neuronal development and phenotype (62). In the context of spinal contusion, we interpret these potential responses as being beneficial for injury response or protection from cell damage. We hypothesize that COX-2 inhibition following acute spinal contusion, then, would rescue tissues from damage and thereby preserve function.
In vivo testing of NS398 demonstrates a significant reduction in lesion volume compared with vehicle-treated controls or treatment with either MP or acetaminophen (Fig. 8). We used the determination of tissue potassium by atomic absorption to calculate lesion volumes, as described previously (8, 36). Other studies have found enhanced locomotor function, reduced tissue loss, reduced allodynia, and reduced hyperalgesia following treatment of COX-2 inhibition (21, 50). Our comparisons, including broad NSAIDs such as indomethacin and acetaminophen as well as MP, suggest that the COX-2-selective NS398 produces a distinct physiological response following spinal tissue injury. The finding that NS398s response is associated with reduced tissue loss and enhanced function preservation matches our interpretation of clustered genes. This study demonstrates that the technique of using microarrays to assess physiological responses can be interpreted to speed compound screening in specific tissue paradigms. Furthermore, the identification of selected gene responses provides hypothesized mechanisms for more traditional investigations.
| GRANTS |
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| ACKNOWLEDGMENTS |
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| FOOTNOTES |
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Address for reprint requests and other correspondence: R. P. Hart, Rutgers Univ., W. M. Keck Center for Collaborative Neuroscience, 604 Allison Rd, Rm D251, Piscataway, NJ 08854 (Email: rhart{at}rci.rutgers.edu).
10.1152/physiolgenomics.00177.2003
1 Gene names are abbreviated according to their LocusLink record, shown in Table 1. ![]()
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