Abstract:The human braingraph or the connectome is the object of an intensive research today. The advantage of the graph-approach to brain science is that the rich structures, algorithms and definitions of graph theory can be applied to the anatomical networks of the connections of the human brain. In these graphs, the vertices correspond to the small (1–1.5 cm2) areas of the gray matter, and two vertices are connected by an edge, if a diffusion-MRI based workflow finds fibers of axons, running between those small gray… Show more
“…We hypothesize that -similarly as in the whole braingraph, observed in [26] -the edges whose frequencies are higher were developed in an earlier stage of the brain development than those with lower frequencies. We think that our videos at https://youtu.be/wBciB2eW6_8 for the frontal lobe and https://youtu.be/yxlyudPaVUE for the whole brain approximately reconstruct this development.…”
Section: Resultsmentioning
confidence: 70%
“…Since the difference from the random appearances of the edges is very clear on the visualization and also in Figure 2 in [26], we have presented a hypothesis in [26] as follows: we think that the CCD phenomenon copies the individual development of the cerebral connections in a way that the oldest connections are those that are present in all or almost all connectomes, and gradually the younger connections are appearing as new edges in k-consensus connectomes, by decreasing the value of k one-by-one.…”
Section: The Axonal Development Hypothesis Explains the Ccd Phenomenonmentioning
confidence: 88%
“…The astonishing observation is that the growing number of edges build up a developing, tree-like graph; that is, the edges do not appear randomly, but they appear as the branches of a growing tree. For the whole braingraph we have reported this phenomenon in [26] and have visualized that on a video at https://youtu.be/yxlyudPaVUE.…”
In the applications of the graph theory, it is unusual that one considers numerous, pairwise different graphs on the very same set of vertices. In the case of human braingraphs or connectomes, however, this is the standard situation: the nodes correspond to anatomically identified cerebral regions, and two vertices are connected by an edge if a diffusion MRI-based workflow identifies a fiber of axons, running between the two regions, corresponding to the two vertices. Therefore, if we examine the braingraphs of n subjects, then we have n graphs on the very same, anatomically identified vertex set. It is a natural idea to describe the k-frequently appearing edges in these graphs: the edges that are present between the same two vertices in at least k out of the n graphs. Based on the NIH-funded large Human Connectome Project's public data release, we have reported the construction of the Budapest Reference Connectome Server http://www.connectome.pitgroup.org that generates and visualizes these k-frequently appearing edges. We call the graphs of the k-frequently appearing edges "k-consensus connectomes" since an edge could be included only if it is present in at least k graphs out of n. Considering the whole human brain, we have reported a surprising property of these consensus connectomes earlier. In the present work we are focusing on the frontal lobe of the brain, and we report here a similarly surprising dynamical property of the consensus connectomes when k is gradually changed from k = n to k = 1: the connections between the nodes of the frontal lobe are seemingly emanating from those nodes that were connected to sub-cortical structures of the dorsal striatum: the caudate nucleus, and the putamen. We hypothesize that this dynamic behavior copies the axonal fiber development of the frontal lobe. An animation of the phenomenon is presented at https://youtu.be/wBciB2eW6_8.
“…We hypothesize that -similarly as in the whole braingraph, observed in [26] -the edges whose frequencies are higher were developed in an earlier stage of the brain development than those with lower frequencies. We think that our videos at https://youtu.be/wBciB2eW6_8 for the frontal lobe and https://youtu.be/yxlyudPaVUE for the whole brain approximately reconstruct this development.…”
Section: Resultsmentioning
confidence: 70%
“…Since the difference from the random appearances of the edges is very clear on the visualization and also in Figure 2 in [26], we have presented a hypothesis in [26] as follows: we think that the CCD phenomenon copies the individual development of the cerebral connections in a way that the oldest connections are those that are present in all or almost all connectomes, and gradually the younger connections are appearing as new edges in k-consensus connectomes, by decreasing the value of k one-by-one.…”
Section: The Axonal Development Hypothesis Explains the Ccd Phenomenonmentioning
confidence: 88%
“…The astonishing observation is that the growing number of edges build up a developing, tree-like graph; that is, the edges do not appear randomly, but they appear as the branches of a growing tree. For the whole braingraph we have reported this phenomenon in [26] and have visualized that on a video at https://youtu.be/yxlyudPaVUE.…”
In the applications of the graph theory, it is unusual that one considers numerous, pairwise different graphs on the very same set of vertices. In the case of human braingraphs or connectomes, however, this is the standard situation: the nodes correspond to anatomically identified cerebral regions, and two vertices are connected by an edge if a diffusion MRI-based workflow identifies a fiber of axons, running between the two regions, corresponding to the two vertices. Therefore, if we examine the braingraphs of n subjects, then we have n graphs on the very same, anatomically identified vertex set. It is a natural idea to describe the k-frequently appearing edges in these graphs: the edges that are present between the same two vertices in at least k out of the n graphs. Based on the NIH-funded large Human Connectome Project's public data release, we have reported the construction of the Budapest Reference Connectome Server http://www.connectome.pitgroup.org that generates and visualizes these k-frequently appearing edges. We call the graphs of the k-frequently appearing edges "k-consensus connectomes" since an edge could be included only if it is present in at least k graphs out of n. Considering the whole human brain, we have reported a surprising property of these consensus connectomes earlier. In the present work we are focusing on the frontal lobe of the brain, and we report here a similarly surprising dynamical property of the consensus connectomes when k is gradually changed from k = n to k = 1: the connections between the nodes of the frontal lobe are seemingly emanating from those nodes that were connected to sub-cortical structures of the dorsal striatum: the caudate nucleus, and the putamen. We hypothesize that this dynamic behavior copies the axonal fiber development of the frontal lobe. An animation of the phenomenon is presented at https://youtu.be/wBciB2eW6_8.
“…Version 2.0 of the webserver (Szalkai et al 2015) was compiled from 96 connectomes, computed from the Human Connectome Project's (McNab et al 2013) 500-subjects release. We have reported a surprising and unforeseen discovery, found by changing the parameters of the version 2.0 of the webserver in Kerepesi et al (2016).…”
Connections of the living human brain, on a macroscopic scale, can be mapped by a diffusion MR imaging based workflow. Since the same anatomic regions can be corresponded between distinct brains, one can compare the presence or the absence of the edges, connecting the very same two anatomic regions, among multiple cortices. Previously, we have constructed the consensus braingraphs on 1015 vertices first in five, then in 96 subjects in the Budapest Reference Connectome Server v1.0 and v2.0, respectively. Here we report the construction of the version 3.0 of the server, generating the common edges of the connectomes of variously parameterizable subsets of the 1015-vertex connectomes of 477 subjects of the Human Connectome Project's 500-subject release. The consensus connectomes are downloadable in CSV and GraphML formats, and they are also visualized on the server's page. The consensus connectomes of the server can be considered as the ''average, healthy'' human connectome since all of their connections are present in at least k subjects, where the default value of k ¼ 209, but it can also be modified freely at the web server. The webserver is available at http://con nectome.pitgroup.org.
“…While it seems to be clear for all brain scientists that the complex connection patterns of the neurons play a fundamental role in brain function [1,2,3], when the large-scale, macroscopic description of these connections has become available by the development of diffusion MRI techniques, it turned out that novel methods are needed to handle these large graphs [1,2]. MRI-mapped human connectomes have only several hundred or at most one thousand vertices today [4], and, therefore, more complex, more refined graph theoretical algorithms [5,6,7] can be applied for their analysis than the widely followed network science approach, originally developed for tens of millions of vertices of the web graph [8].…”
In the study of the human connectome, the vertices and the edges of the network of the human brain are analyzed: the vertices of the graphs are the anatomically identified gray matter areas of the subjects; this set is exactly the same for all the subjects. The edges of the graphs correspond to the axonal fibers, connecting these areas. In the biological applications of graph theory, it happens very rarely that scientists examine numerous large graphs on the very same, labeled vertex set. Exactly this is the case in the study of the connectomes. Because of the particularity of these sets of graphs, novel, robust methods need to be developed for their analysis. Here we introduce the new method of the Frequent Network Neighborhood Mapping for the connectome, which serves as a robust identification of the neighborhoods of given vertices of special interest in the graph. We apply the novel method for mapping the neighborhoods of the human hippocampus and discover strong statistical asymmetries between the connectomes of the sexes, computed from the Human Connectome Project. We analyze 413 braingraphs, each with 463 nodes. We show that the hippocampi of men have much more significantly frequent neighbor sets than women; therefore, in a sense, the connections of the hippocampi are more regularly distributed in men and more varied in women. Our results are in contrast to the volumetric studies of the human hippocampus, where it was shown that the relative volume of the hippocampus is the same in men and women.
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