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Qingming Luo; Hui Gong; Jing Yuan; Xiangning Li; Anan Li; Tonghui Xu Deciphering the fine morphology and precise location of neurons and neural circuits are crucial to enhance our understanding of brain function and diseases.
Traditionally, we have to map brain images to coarse axial-sampling planar reference atlases to orient neural structures.
Also, identity matrix and replace four elements with these trig. If we want our rotation plane to be on axes 2 and 4 (as in G_2), we replace G[2,2], G[2,4], G[4,2], and G[4,4]. Consider the bottom-left position during the start of the second pass. Put the above code (which works for just one column) in a loop over all columns gives us: Like many posts, I bit off more than I thought. by Mark and Barbara Fenner is licensed under a Creative Commons Attribution-Non Commercial-Share Alike 4.0 International License.
To do this, we’ll work from left-to-right column wise. Note that the decomposition is valid for singular matrices. The lower triangular part of the input matrix (excluding the diagonal) contains .The diagonal elements of are unity, and are not stored.View 2017 Proceedings to see new HTML Our optics and photonics taxonomy of 4,000 terms will power related content recommendations and improved search to return the most relevant results.Look for Keywords ranked by weighting and Related Content recommendations on every article page.
The reconstruction and orientation of brain-wide neural circuits at single-neuron resolution can be accomplished for the same mouse brain without additional counterstains or image registration.