Spatial registration was performed in 3D image space using a mutualinformation-based approach.
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We created a slice-to-volume mutualinformation registration algorithm with special features to improve robustness.
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The normalized mutualinformation (NMI) method was used for image registration.
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In the fine registration, a local B-spline FFD model with normalized mutualinformation gradient is employed.
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We introduced mutualinformation measures which provide access to nonlinear interdependencies as counterpart to the classically linear correlation analysis.
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The independent components were estimated by recursively minimizing the mutualinformation (measure of dependence) between the components.
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The rigid body registration method combines the advantages of mutualinformation (MI) and correlation coefficient at different resolutions.
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Measures of signal complexity and interactions were calculated over multiple time scales, including sample entropy, mutualinformation, and transfer entropy.
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Co-registration was performed using mutualinformation (MI) as a similarity measure of the matching of the acquired images.
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Reproducibility was evaluated on an ellipsoidal phantom by calculating the residual sum of squares, zero-mean normalized cross-correlation, and mutualinformation.
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Here we use single cell signaling measures to calculate mutualinformation as a measure of information transfer via gonadotropin-releasing h …
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Information theory, or more specifically mutualinformation, provides a method to identify those basepairs that are key to the secondary structure.
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The automatic slice-to-volume mutualinformation registration algorithm is robust and probably sufficiently accurate to aid in iMRI-guided treatment of prostate cancer.
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Conclusion: We provide a novel algorithm that uses mutualinformation to identify the key basepairs that lead to a multimodal Boltzmann distribution.
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These correlations can be studied using mutualinformation because it measures the amount of information one random variable contains about the other.
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We find that corpus-dependent bag of words approach with mutualinformation between word and emotion dimensions is by far the best representation.