I’ve seen this study come up several times an there are a few things to 
consider about it:

  1.  There is a significant literature that has shown that surface-based 
alignment is better than volume-based methods (e.g. Fischl et al 1999, 
Anticevic et al 2008, Fischl et al 2008, Van Essen et al 2012, Frost et al 
2012, Tuchola et al 2012, Smith et al 2013).  But the Klein et al 2010 study is 
the only one that I am aware of that has come to a different conclusion.   
Thus, it is worth considering why this study may have come to a discordant 
conclusion and whether it really is “the best paper” on this topic.
  2.  One important difference between the literature which has shown 
converging evidence of the superiority of surface-based alignment to volume and 
the Klein et al 2010 study is that these studies based on their findings on 
measures tied closely to cortical areas or the areas themselves (such 
architecture, function, connectivity, or topography).  On the other hand, the 
Klein et al 2010 study’s findings are based on manual defined gyral and sulcal 
labels that will frequently have little to do with the areal organization of 
the cerebral cortex.  In fact, we have shown that as one aligns cortical folds 
more tightly, functional alignment may actually decrease some (Robinson et al 
2014).
  3.  When evaluating the quality of a registration, there are two important 
considerations: 1) Accuracy of alignment and 2) Distortion induced by the 
alignment.  The best approach will maximize accuracy of alignment while 
minimizing the distortion induced by the alignment (keeping it within 
neurobiologically reasonable limits).  Neither the Klein et al 2010 nor the 
volume only paper that preceded it in 2009 considered distortion in their 
ranking of algorithms.  Thus, the best performing algorithms in these studies 
may well simply be the ones with the most distortion.  As I mentioned above, 
however fitting cortical folds very tightly (leading to higher distortion) 
doesn’t improve functional alignment (and indeed we found that we could achieve 
much better multi-modal areal feature alignment than folding-based approaches 
with less distortion than a standard FreeSurfer folding-based registration).
  4.  Given the discordance between folding and areas, I don’t know that a 
paper that focuses on aligning folding-based labels really relates to the 
question of aligning cortical areas to an areal parcellation, regardless of the 
above issues.

The whole point of cortical registration is to align cortical areas across 
subjects (and ideally the topographic organization within these areas) as well 
as is feasible.  Doing so makes group average results much more interpretable, 
both visually and in terms of statistical sensitivity.  If folks want to 
compare volume-averaged data with the multi-modal parcellation, I’d rather the 
burden of inaccuracy be bourn by the volume-averaged data than making the 
parcellation less accurate to enable such comparisons.  The recommended way to 
compare data to this parcellation is to align across subjects on the surface, 
ideally driving the alignment based on areal features (e.g. architecture, 
connectivity, and topography like in MSMAll) instead of cortical folds.  This 
will allow the most definitive comparisons.

Peace,

Matt.

From: Chris Gorgolewski 
<krzysztof.gorgolew...@gmail.com<mailto:krzysztof.gorgolew...@gmail.com>>
Date: Friday, August 12, 2016 at 1:31 PM
To: Matt Glasser <glass...@wustl.edu<mailto:glass...@wustl.edu>>
Cc: "Horn,Andreas (BIDMC - Neurology)" 
<aho...@bidmc.harvard.edu<mailto:aho...@bidmc.harvard.edu>>, Timothy Coalson 
<tsc...@mst.edu<mailto:tsc...@mst.edu>>, "Reid, A.T. (Andrew)" 
<a.r...@psych.ru.nl<mailto:a.r...@psych.ru.nl>>, 
"hcp-users@humanconnectome.org<mailto:hcp-users@humanconnectome.org>" 
<hcp-users@humanconnectome.org<mailto:hcp-users@humanconnectome.org>>
Subject: Re: [HCP-Users] Surface parcellation to volume

Is there any comprehensive quantitative comparison of volume and surface based 
(potentially multimodal) registration methods? The best paper I know of (Klein 
2010 - http://www.sciencedirect.com/science/article/pii/S105381191000114X) 
recommended using custom study templates over external templates (like 
fsaverage or MNI152). The authors could not, however, recommend volume over 
surface (or other way around) due to resampling errors. Here's the relevant 
paragraph:

"The resampling tests demonstrate that, for almost every region, the resampling 
error is too great to distinguish between the performance of top-ranking volume 
and surface registration methods (SyN, FreeSurfer, and Spherical Demons, all 
using customized optimal average templates). Based on these results, it may not 
be possible to directly compare evaluations of these surface and volume 
registration methods using the present resampling methods, when considering the 
full surface or full volume or the full extent of their label boundaries."

I was wondering if there is some other literature I'm missing that overcomes 
the aforementioned resampling problems and provides a quantitative comparison 
between the two registration approaches.

Best,
Chris

On Fri, Aug 12, 2016 at 10:36 AM, Glasser, Matthew 
<glass...@wustl.edu<mailto:glass...@wustl.edu>> wrote:
Use of diffusion fiber orientation information might indeed improve 
volume-based alignment of the white matter and is worth pursuing.

I don’t think using areal features in the volume will address the core 
limitation of volume-based cortical areal registration.  This will not change 
the fundamental issue of incompatibilities in folding patterns across subjects 
creating topological matching issues.  This sort of thing occurs in 2D on the 
surface as well, though much less frequently, where the spatial relationships 
between an area and its neighbors are so different that one would have to tear 
the surface to align the areas.  When this happens something like the cortical 
areal classifier is needed to achieve correspondence across subjects.  For the 
same reason that topological incompatibilities are not fixable in 2D on the 
surface, the more frequent ones that occur in 3D in the volume will also not be 
fixable.

The overall point is that when we compare across subjects, we need to be sure 
that we are comparing like with like.  If we are not doing that we aren’t 
making a valid comparison.

Peace,

Matt.

From: "Horn,Andreas (BIDMC - Neurology)" 
<aho...@bidmc.harvard.edu<mailto:aho...@bidmc.harvard.edu>>
Date: Friday, August 12, 2016 at 8:49 AM
To: Timothy Coalson <tsc...@mst.edu<mailto:tsc...@mst.edu>>
Cc: "Reid, A.T. (Andrew)" <a.r...@psych.ru.nl<mailto:a.r...@psych.ru.nl>>, 
"hcp-users@humanconnectome.org<mailto:hcp-users@humanconnectome.org>" 
<hcp-users@humanconnectome.org<mailto:hcp-users@humanconnectome.org>>, Matt 
Glasser <glass...@wustl.edu<mailto:glass...@wustl.edu>>
Subject: Re: [HCP-Users] Surface parcellation to volume

Dear Tim and Matt,

thank you very much for your detailed and insightful answers. I learned a lot 
and agree to nearly everything you said. Especially, I totally agree that we 
should not use T1w -> T1w Template nonlinear volumetric warps + smoothing 
nowadays anymore. Regarding the sulcus-on-gyrus mismatches for techniques such 
as DARTEL/Shoot/ANTs that Matt pointed out, I wonder to what extent the 
inclusion of FA and e.g. rs-fMRI eigenvector centrality maps in multispectral 
warps could minimize such mismatches. I agree that it would be nontrivial to 
add a real connectome (i.e. edges) to the volumetric deformation problem. And 
again, I lack empirical data to be able to say how much impact either method 
would really have on results – a fair comparison study would be great and 
important to the field in my view. On the other hand, I agree that MSM is an 
awesome technique and why should we not just use it since it’s available.

Best, Andy


Am 11.08.2016 um 17:49 schrieb Timothy Coalson 
<tsc...@mst.edu<mailto:tsc...@mst.edu>>:

Sorry, I was not precise enough in my language - my earlier comments should be 
considered in the context of cortex only (the MMP v1.0 is cortex-only).

The "volume-based group-average methods" methods I meant to refer to are when 
people analyze the whole brain, including cortical data, by doing some T1w MNI 
registration, and then smooth the volumes (to partially make up for 
deficiencies in the cortical registration), and then average all signal across 
subjects (including cortical), still in the volume.  This has a whole host of 
problems, but some people persist in doing things this way.

Other replies inline.

Tim


On Thu, Aug 11, 2016 at 10:03 AM, Horn,Andreas (BIDMC - Neurology) 
<aho...@bidmc.harvard.edu<mailto:aho...@bidmc.harvard.edu>> wrote:
Hi Tim,

Yes, of course it’s compared to an average surface – but isn’t that the final 
goal of brain mapping to somehow define regions within a well-defined space?

I would say it is more specific than that - the ideal goal is to define, for 
each subject, the locations in each atlas region.  In the case of the HCP MMP 
v1.0, it only defines cortical regions, in terms of areal features (for 
instance, functional connectivity).  A group-average cortical surface has very 
little of the folding (geometric definition) you will find in any contributing 
subject, which makes it a notably inferior method for transferring cortical 
data to or from a nonlinear-registered volume template (we aren't enthusiastic 
about the MMP cortical data being used as a volume file, but there are better 
ways to get there than group average surfaces).

I totally agree with you and Matt that there are a lot of advantages of surface 
based processing, especially when we are predominantly interested in only the 
cortex. However, I find it a bit too dogmatic to say that something is only 
feasible using surface-based analyses and that surface-based approaches are the 
(only) thing the field should be doing.

Our method of generating the HCP MMP v1.0 relied heavily on the MSMAll surface 
registration.  It was a very critical step to being able to do what we did, and 
I don't know of volume registrations that achieve comparable areal feature 
alignment in cortex (and most of the ones that I know people use only register 
anatomy, and don't try to use things like functional connectivity).  Perhaps 
Matt or David have done a more thorough survey of volume methods for 
registering areal features in cortex.

Some things are definitely easier using surfaces (since we can reduce the 3D 
problem to a 2D problem by projecting the surface to a sphere). Also, it’s much 
easier to inflate resolution since the data points are drastically reduced. 
However, my feeling is that volume based approaches have also improved a lot 
over the last years with multispectral diffeomorphic processes that are often 
segmentation based, i.e. reduce the warping techniques between single subject’s 
cortices and an average mean to a more or less 2-D problem as well. In the end, 
any warp is a set of coordinates projected to another set of coordinates, no 
matter if doing this on a surface or a volume, right? The warp is just 
sometimes more constrained on a surface.

Surface registration also doesn't require changing the anatomical shape of the 
cortex in order to enable cross-subject comparisons or group averaging.  This 
makes it easier to regularize the registration in a way that is not penalized 
for an unusual folding pattern.  As before, Matt or David may be in a better 
position to comment regarding the current state of the field in volume 
registration of cortical areal features.

I’d be very interested in good comparison studies that show superior results 
using the most advanced surface-based techniques in comparison to most-advanced 
volume-based techniques (like e.g. multispectral ANTs SyN deformations using 
the OASIS templates or MNI 2009b NLIN series or similar).

This would be an interesting comparison to do (and perhaps include a more 
"traditional" volume method as well to put any performance difference in 
perspective).

I’d still guess that the surface based approaches would be superior on the 
cortex but I wonder how much impact it would really have. Really curious about 
how you did this in the upcoming Nature Neuroscience article and to which 
volumetric analyses you compared your results.

As I said, my comments were intended in the context of cortex, that is, where 
the HCP MMP v1.0 is defined.  It is likely that for a future version including 
subcortical components, we would use volume registration and voxel 
representation for those, as they are not as challenging for volume 
registration (don't have cortical folding variability).

Personally, I am interested in deep brain stimulation and small subcortical 
structures like the subthalamic nucleus. This structure is not visible on T1 
(but T2) and is not represented on tissue probability maps at all (there is an 
enhanced TPM including it by Bogdan Draganski available as a side-note). In my 
view, the surface-based world it not at all ready to deal with such structures 
(correct me if I’m wrong).

As I understand it, most of these structures do not have a sheetlike nature the 
way cortex does, and thus we probably would not advocate using surfaces to 
represent them.

When assessing connectivity from these structures to the rest of the brain, it 
makes it a lot easier to stick to the volume-based approach (and not do 
volume-to-surface projections at all). Moreover, we are often merely interested 
in connectivity to „motor“, „sensory“, „limbic“ and „associative“ regions. It 
could be seen as methodological over engineering to implement volume-to-surface 
based methods for such trivial parcellations. So this could maybe illustrate an 
example where it is – at least in my view – still totally fine to use 
multispectral volumetric deformations for connectometric analyses.

I was not intending to say that subcortical structures should be analyzed on a 
surface.

Then, the volumetric version I put up on figshare is really for comparative 
reasons with atlases that used different techniques and are available in MNI 
space.

Using group average cortical surfaces (which lack significant folding 
definition) to generate it means it won't align well with any subject's cortex 
post-registration (because it doesn't align well with the template's cortex 
features), which is what I was trying to say (with the comment about viewing 
overlaid on the template slices).  Thus, this representation of it will fall 
short of other volume atlases in terms of cortical overlap with the volume 
template.

I guess this is something many people are interested in. For instance, the 
histological atlas by the Jülich group exhibits anatomical detail and has been 
used by the field by coregistering nonlinear warps to it for decades – totally 
accepting the fact that histology was originally based on different brains than 
used to construct the MNI templates. In my view, we’d do nothing else with your 
averaged anatomy atlas if we would compare our results to your map.

Per my other comments, this comparison will be compromised when using any 
group-average cortical surface to translate any cortical data between surface 
and volume (either direction).

We should be aware of likely mismatches in classifications in the same way as 
we have always been using e.g. the SPM anatomy toolbox or comparisons to the 
Harvard Oxford atlas. Still, such a comparison could be helpful (in my view).

I hope we may agree on a few points I raised. Of course, if the volumetric MMP 
version bothers you, I’ll gladly put it offline again.

People obviously want a volume representation of it, despite the caveats of it 
being hard to faithfully represent as a volume, and I don't know whether we 
have reached a decision on whether there is a method of generating it that we 
think is a reasonable approximation.  I'll defer to Matt or David on the 
question of whether it bothers us.

Best, Andreas


--
Andreas Horn, MD
Laboratory for Brain Network Imaging and Modulation
Berenson-Allen Center for Noninvasive Brain Stimulation
Department for Neurology, Beth Israel Deaconess Center
Harvard Medical School
330 Brooklin Avenue, Kirstein Building KS 158
02215 Boston

t: +1 6174077649<tel:%2B1%206174077649>
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Am 08.08.2016 um 18:18 schrieb Timothy Coalson 
<tsc...@mst.edu<mailto:tsc...@mst.edu>>:

Thanks for putting a note on that page about how we don't recommend 
volume-based group-average methods.

It should be noted that the similarity between the two representations in that 
figure is due to the use of a group average surface for display, so that the 
surface representation shown is also lacking in folding definition.  Display of 
the volume data as a slice overlaid on a T1 volume would show this lack of 
folding more clearly.

However, it looks like the coloring scheme has been changed.  Do the left and 
right labels still have different values in your version?

Tim


On Mon, Aug 8, 2016 at 1:38 PM, Andreas Horn 
<andy_h...@icloud.com<mailto:andy_h...@icloud.com>> wrote:
Hi Andrew,

I made a projection here:
https://figshare.com/articles/HCP-MMP1_0_projected_on_MNI2009a_GM_volumetric_in_NIfTI_format/3501911<https://urldefense.proofpoint.com/v2/url?u=https-3A__figshare.com_articles_HCP-2DMMP1-5F0-5Fprojected-5Fon-5FMNI2009a-5FGM-5Fvolumetric-5Fin-5FNIfTI-5Fformat_3501911&d=CwMFaQ&c=WknmpdNpvrlj2B5K1aWVqL1SOiF30547pqSuOmtwXTQ&r=BTWOP47EynCdRIxIQsxjKLHVp-ucrpC9iMHv26t1NFM&m=H5xXuSmR3u1QpacRdYn9m0eZGn-PQpp4kLn56KftEvo&s=Lr8aIWvpWl0qlTOgPrMh6zgmoTWlS1uVtjLW48nAtNA&e=>

Best, Andy

Am 08.08.2016 um 14:34 schrieb David Van Essen 
<vanes...@wustl.edu<mailto:vanes...@wustl.edu>>:

Hi Andrew,

1) As noted in a previous thread, -cifti-separate should solve this  problem.

On Jul 20, 2016, at 7:37 PM, Chris Gorgolewski 
<krzysztof.gorgolew...@gmail.com<mailto:krzysztof.gorgolew...@gmail.com>> wrote:
Awesome - this did the trick. Thanks!
On Wed, Jul 20, 2016 at 5:03 PM, Timothy Coalson 
<tsc...@mst.edu<mailto:tsc...@mst.edu>> wrote:
Use -cifti-separate with the -label repeatable option to make the left and 
right cortex gifti label files.
Tim

2) As noted in other recent hap-users threads, mapping the HPC_MMP1.0 surface 
parcellation via a group average midthickness to a group-average volume pays a 
steep price in the fidelity of spatial relationships, particularly in regions 
of high individual variability in folding patterns.  We have a paper in press 
(Nature Neuroscience, appearing Aug 28) that discusses this and related issues 
and suggests alternative analysis strategies for more faithfully preserving 
spatial fidelity.

David

On Aug 8, 2016, at 9:14 AM, Reid, A.T. (Andrew) 
<a.r...@psych.ru.nl<mailto:a.r...@psych.ru.nl>> wrote:

Hi all,

For comparison purposes, we want to project the excellent new surface 
parcellation to a NIFTI volume. We tried to do this in two steps using 
wb_command:

1. Convert CIFTI to GIFTI:
wb_command -cifti-convert -to-gifti-ext 
Q1-Q6_RelatedParcellation210.L.CorticalAreas_dil_Colors.32k_fs_LR.dlabel.nii 
glasser_labels.gii

2. Project labels to volume (using the nearest-vertex option):
wb_command -label-to-volume-mapping glasser_labels.gii 
Q1-Q6_RelatedParcellation210.L.midthickness_MSMAll_2_d41_WRN_DeDrift.32k_fs_LR.surf.gii
 MACM_F1_RostroMiddle_red.nii EssaiMap.nii -nearest-vertex 3


Unfortunately, this gives an error:

ERROR: input surface and label file have different number of vertices

Most likely because the labels are for both hemispheres, and the surface is 
only for the left hemisphere.

Not sure where to go from here. Is there a command to combine surfaces, or 
conversely to split the labels? Is there a combined surface file somewhere 
available?

Thanks,

Andrew

_______________________________

Andrew Reid
Postdoctoral Fellow
Department of Cognitive Artificial Intelligence
Donders Institute for Brain, Cognition and Behaviour
Radboud University Nijmegen
Web:   
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