Optimal separation of high dimensional transcriptome for complex multigenic traits

Aisharjya Sarkar, Aaditya Singh, Richard Bailey, A. Dobra, Tamer Kahveci
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Abstract

The plight of navigating high-dimensional transcription datasets remains a persistent problem. This problem is further amplified for complex disorders, such as cancer, as these disorders are often multigenic traits with multiple subsets of genes collectively affecting the type, stage, and severity of the trait. We are often faced with a trade-off between reducing the dimensionality of our datasets and maintaining the integrity of our data. Almost exclusively, researchers apply techniques commonly known as dimensionality reduction to reduce the dimensions of the feature space to allow classifiers to work in more appropriately sized input spaces. As the number of dimensions is reduced, however, the ability to distinguish classes from one another reduces as well. Thus, to accomplish both tasks simultaneously for very high dimensional transcriptome for complex multigenic traits, we propose a new supervised technique, Class Separation Transformation (CST). CST accomplishes both tasks simultaneously by significantly reducing the dimensionality of the input space into a one-dimensional transformed space that provides optimal separation between the differing classes. We compare our method with existing state-of-the-art methods using both real and synthetic datasets, demonstrating that CST is the more accurate, robust, and scalable technique relative to existing methods. Code used in this paper is available on https://github.com/aisharjya/CST
复杂多基因性状的高维转录组优化分离
导航高维转录数据集的困境仍然是一个持久的问题。对于复杂的疾病,如癌症,这一问题进一步放大,因为这些疾病通常是多基因特征,多个基因亚群共同影响该特征的类型、阶段和严重程度。我们经常面临降低数据集维数和保持数据完整性之间的权衡。研究人员几乎专门应用通常称为降维的技术来降低特征空间的维度,以允许分类器在更合适大小的输入空间中工作。然而,随着维数的减少,区分类别的能力也会降低。因此,为了在复杂多基因性状的高维转录组中同时完成这两项任务,我们提出了一种新的监督技术——类分离转化(Class Separation Transformation, CST)。CST通过将输入空间的维数显著降低为一维转换空间,从而在不同类别之间提供最佳分离,从而同时完成了这两项任务。我们使用真实数据集和合成数据集将我们的方法与现有的最先进的方法进行了比较,证明CST相对于现有方法更准确,更健壮,更可扩展。本文中使用的代码可在https://github.com/aisharjya/CST上获得
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