2021
DOI: 10.1155/2021/5528160
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Bayesian Fully Convolutional Networks for Brain Image Registration

Abstract: The purpose of medical image registration is to find geometric transformations that align two medical images so that the corresponding voxels on two images are spatially consistent. Nonrigid medical image registration is a key step in medical image processing, such as image comparison, data fusion, target recognition, and pathological change analysis. Existing registration methods only consider registration accuracy but largely neglect the uncertainty of registration results. In this work, a method based on th… Show more

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Cited by 7 publications
(5 citation statements)
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“…Total training loss is defined as the sum of dissimilar images and regularization, 27 and it is expressed below equation, Atogoodbreak=Aim(R,V)goodbreak+βW1(r)goodbreak+αW2(r)$$ {A}_{to}={A}_{im}\left(R,V\right)+\beta {W}_1(r)+\alpha {W}_2(r) $$ The total training loss with cross‐correlation (CC) is referred to as similarity between the target image and the warped source image is given below, italicCC(b,tφ)goodbreak=()yσ(b(y)goodbreak−trueb(y))(tφ(y)goodbreak−truetφ(y))2()yσfalse(bfalse(yfalse)cfalse)2()yσfalse(tφfalse(yfalse)tφtrue‾false(yfalse)false)2$$ CC\left(b,t\circ \varphi \right)=\frac{{\left({\sum}_{y\in \sigma}\left(b(y)-\overrightarrow{b(y)}\right)\left(t\circ \varphi (y)-\overline{t\circ \varphi }(y)\right)\right)}^2}{\left({\sum}_{y\in \sigma }{\left(b(y)-c\right)}^2\right)\left({\sum}_{y\in \sigma }{\left(t\circ \varphi (y)-\overline{t\circ \varphi }(y)\right)}^2\right)} $$ where, b(y)$$ b(y) $$, b(y)$$ b...…”
Section: Proposed Methodologymentioning
confidence: 99%
See 1 more Smart Citation
“…Total training loss is defined as the sum of dissimilar images and regularization, 27 and it is expressed below equation, Atogoodbreak=Aim(R,V)goodbreak+βW1(r)goodbreak+αW2(r)$$ {A}_{to}={A}_{im}\left(R,V\right)+\beta {W}_1(r)+\alpha {W}_2(r) $$ The total training loss with cross‐correlation (CC) is referred to as similarity between the target image and the warped source image is given below, italicCC(b,tφ)goodbreak=()yσ(b(y)goodbreak−trueb(y))(tφ(y)goodbreak−truetφ(y))2()yσfalse(bfalse(yfalse)cfalse)2()yσfalse(tφfalse(yfalse)tφtrue‾false(yfalse)false)2$$ CC\left(b,t\circ \varphi \right)=\frac{{\left({\sum}_{y\in \sigma}\left(b(y)-\overrightarrow{b(y)}\right)\left(t\circ \varphi (y)-\overline{t\circ \varphi }(y)\right)\right)}^2}{\left({\sum}_{y\in \sigma }{\left(b(y)-c\right)}^2\right)\left({\sum}_{y\in \sigma }{\left(t\circ \varphi (y)-\overline{t\circ \varphi }(y)\right)}^2\right)} $$ where, b(y)$$ b(y) $$, b(y)$$ b...…”
Section: Proposed Methodologymentioning
confidence: 99%
“…Total training loss is defined as the sum of dissimilar images and regularization, 27 and it is expressed below equation,…”
Section: Loss Functionmentioning
confidence: 99%
“…The suggested image registration method employs an area-based approach, to achieve similarity using the Cross-Correlation (CCR) measure. We use a CCR-based technique for resolving the building misalignment error [31]. CCR has been used to solve registration issues in a variety of domains with great success [32,33].…”
Section: Pre-processingmentioning
confidence: 99%
“…The paper is one of the few works that have deployed MCMC for Bayesian sampling. Cui et al [73] used Bayesian CNN for brain image registration. The suggested method used MC-dropout as a Bayesian method to sample from posterior for the registration task as well as producing the geometric uncertainty map for the uncertainty associated with the registration process.…”
Section: ) Image Registrationmentioning
confidence: 99%