We introduce a strategy for learning image registration without acquired imaging data, producing powerful networks agnostic to contrast introduced by magnetic resonance imaging (MRI). While classical registration methods accurately estimate the spatial correspondence between images, they solve an optimization problem for every new image pair. Learning-based techniques are fast at test time but limited to registering images with contrasts and geometric content similar to those seen during training. We propose to remove this dependency on training data by leveraging a generative strategy for diverse synthetic label maps and images that exposes networks to a wide range of variability, forcing them to learn more invariant features. This approach results in powerful networks that accurately generalize to a broad array of MRI contrasts. We present extensive experiments with a focus on 3D neuroimaging, showing that this strategy enables robust and accurate registration of arbitrary MRI contrasts even if the target contrast is not seen by the networks during training. We demonstrate registration accuracy surpassing the state of the art both within and across contrasts, using a single model. Critically, training on arbitrary shapes synthesized from noise distributions results in competitive performance, removing the dependency on acquired data of any kind. Additionally, since anatomical label maps are often available for the anatomy of interest, we show that synthesizing images from these dramatically boosts performance, while still avoiding the need for real intensity images. Our code is available at https://w3id.org/synthmorph.
翻译:我们引入了一种在没有获得成像数据的情况下学习图像注册的战略,生成强大的网络不可知性,以磁共振成像(MRI)来对比磁共振成像(MRI)所引入的对比。虽然古典登记方法准确地估计图像之间的空间对应,但它们解决了每个新图像配对的优化问题。基于学习的技术在测试时速度很快,但仅限于以对比和几何内容来记录图像,与培训期间所看到的情况相似。我们提议通过利用一种使网络暴露于多种变异性的不同合成标签图和图像的基因化战略,从而消除对培训数据的依赖,从而使网络更加易变异性。这种方法的结果是强大的网络,精确地将图像的广度精确度精确度精确度精确度精确度精确度精确度精确度精确度与每对图像进行对比。此外,我们展示了以3D-神经成像为焦点的大规模实验,显示任意的MRI的注册率强度,即使网络在培训期间没有看到目标对比。我们用一个单一的模型来显示在内部和相互对比中超越艺术状态的准确度。精确度。关于从噪音分布中合成的任意形状的训练仍然是竞争性的,在竞争性表现中产生的结果,在任何类型的表现中,对于所获取的图像的依赖性图的高度上常常显示我们所获取的图像的强度需要。