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MathematiCal Neuroimaging | A site about the mathematics and physics of neuroimaging.A site about the mathematics and physics of neuroimaging.
http://mathematicalneuroimaging.wordpress.com/
A site about the mathematics and physics of neuroimaging.
http://mathematicalneuroimaging.wordpress.com/
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MathematiCal Neuroimaging | A site about the mathematics and physics of neuroimaging. | mathematicalneuroimaging.wordpress.com Reviews
https://mathematicalneuroimaging.wordpress.com
A site about the mathematics and physics of neuroimaging.
About | MathematiCal Neuroimaging
https://mathematicalneuroimaging.wordpress.com/about
A site about the mathematics and physics of neuroimaging. As the name of the blog partially implies, the topic here will be the mathematics and physics of neuroimaging. In particular the focus will be upon functional imaging of the brain. I will loosely define functional imaging as the spatial. Representation of any quantity. Associated with the activity of the brain’s neurons. I will therefore speak of images. The spatial and temporal scale (resolution) associated with the image. Enter your comment here.
Acoustically Encoded MEG | MathematiCal Neuroimaging
https://mathematicalneuroimaging.wordpress.com/2014/05/01/magento-acoustic-imaging-of-current-density
A site about the mathematics and physics of neuroimaging. May 1, 2014 in Uncategorized. My hope is that I will get some feedback on this paper prior to publishing it in ArXiv or elsewhere. Any comments and suggestions are welcome. I hope you find this paper stimulating and a source of new ideas. You can find the paper here: meg us. Comments feed for this article. To include LaTex in comments use this format: $latex Your LaTeX code$ Cancel reply. Enter your comment here. Address never made public).
Parallel Imaging: A Mathematical Frames Perspective | MathematiCal Neuroimaging
https://mathematicalneuroimaging.wordpress.com/2012/01/27/parallel-imaging-a-mathematical-frame-perspective
A site about the mathematics and physics of neuroimaging. Parallel Imaging: A Mathematical Frames Perspective. January 27, 2012 in Uncategorized. Is usually associated with the second purpose but I will use the term to define imaging methods which simply make use of a receive array for either purpose (with or without acceleration). So what is a frame and what does this mathematical concept have to do with MRI? Today I will focus on 2D multislice imaging since this is the workhorse sequence for functional...
Motion and Receive Field Contrast in fMRI | MathematiCal Neuroimaging
https://mathematicalneuroimaging.wordpress.com/2012/10/23/motion-and-receive-field-contrast-in-fmri
A site about the mathematics and physics of neuroimaging. Motion and Receive Field Contrast in fMRI. October 23, 2012 in Uncategorized. Which reports on simulations of this RFC-MoCo (receive field contrast and motion correction) effect and we welcome feedback pertaining to the methods and results of the paper. So what is the RFC-MoCo effect. The RFC-MoCo effect size is expected to be comparable to or greater than the BOLD (blood oxygen level dependent) effect of fMRI. The temporal SNR of the time-series ...
Welcome to MathematiCal Neuroimaging | MathematiCal Neuroimaging
https://mathematicalneuroimaging.wordpress.com/2011/12/05/welcome-to-mathematical-neuroimaging
A site about the mathematics and physics of neuroimaging. Welcome to MathematiCal Neuroimaging. December 5, 2011 in Uncategorized. This is my first official post on this new blog. As the name of the blog partially implies, the topic will be the mathematics and physics of neuroimaging. In particular the focus will be upon functional imaging of the brain. I will loosely define. Representation of any quantity. Associated with the activity of the brain’s neurons. I will therefore speak of images. Fill in you...
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practiCal fMRI: the nuts & bolts: Common persistent EPI artifacts: Receive coil heterogeneity
https://practicalfmri.blogspot.com/2012/04/common-persistent-epi-artifacts-receive.html
PractiCal fMRI: the nuts and bolts. Education, tips and tricks to help you conduct better fMRI experiments. Sure, you can try to fix it during data processing, but you're usually better off fixing the acquisition! Monday, April 16, 2012. Common persistent EPI artifacts: Receive coil heterogeneity. Receive fields for phased array coils. Why is the modern Rx head coil a collection of separate circuits? Is the important question. The figure below, taken from Wiggins et al. The higher the number of independe...
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mathematicalmusing.blogspot.com
Mathematical Musing
Play a Game Courtesy of MathDoku. Why Let Students Blog. Tuesday, January 22, 2013. Third week of January - Math Task. Below is the math task that we will be completing in class towards the end of the week. Begin thinking about what is involved with accomplishing this task and be prepared to discuss. Enjoy! My First Fish Tank. Choose from fish group #1, #2, #3, or #4. Determine the adult size for your group of fish. Choose from the dimensions provided and pick the appropriate fish tank. Close of Term 2.
mathematicalmusings.blogspot.com
Mathematical Musings
Saturday, 3 March 2012. Types of arrays in common lisp. Here's a gotcha that I've finally understood (with some hand-holding from stassats on #lisp). The type of a lisp array describes how specialised it is, not the objects it contains. How to tell if you're confused in the same way that I was: you think that. Should be a super-type of. Simple-array '(signed-int 32) (*). What's going on is that. In fact, the two types are disjoint. The SIMPLE-ARRAY documentation. In the hyperspec makes it clear:. I had a...
mathematicalmysterytour.blogspot.com
Mathematical Mystery Tour
Tuesday, August 18, 2015. 81,815 is an arithmetic, composite, deficient, evil, odd, semiprime, and square-free number. It is an 8,183-gonal number. It is the short leg of a Pythagorean triple: 81,815 2 133,873,872 2 = 133,873,897 2. A mathematician was working on a difficult problem for an engineer at the sewage treatment plant. He called up the engineer and and told him the solution was 288. Just can't do that. It's just too gross! Works it out with a pencil! Monday, August 17, 2015. Before compact disc...
mathematicalneuroimaging.wordpress.com
MathematiCal Neuroimaging | A site about the mathematics and physics of neuroimaging.
A site about the mathematics and physics of neuroimaging. May 1, 2014 in Uncategorized. My hope is that I will get some feedback on this paper prior to publishing it in ArXiv or elsewhere. Any comments and suggestions are welcome. I hope you find this paper stimulating and a source of new ideas. You can find the paper here: meg us. Motion and Receive Field Contrast in fMRI. October 23, 2012 in Uncategorized. Read the rest of this entry ». Parallel Imaging: A Mathematical Frames Perspective. Today I will ...
Mathematical Neuro-Oncology – Every Patient Deserves Their Own Equation
Every Patient Deserves Their Own Equation. Scroll down to content. Every Patient Deserves Their Own Equation. Continue Reading →. In Loving Memory of Anne Baldock. Proudly powered by WordPress.
Mathematical NLP | NLP described in Math
NLP described in Math. The Core of NLP. Welcome to Mathematical NLP. What is Mathematical NLP? Mathematical NLP is a mathematical description of the practices of Neuro-Linguistic Programming (NLP). As such Mathematical NLP is in line with the principles of NLP. The main purpose of Mathematical NLP is to be a reference for scientists and philosophers to understand NLP. Mathematical NLP describes the practices of NLP in a purely mathematical way. Hence the name! What is presented as science turned out to b...
Mathematical Notebooks
These notebooks contain my notes on the several mathematical topics I'm studying on. They are meant as references for future use and should help to improve my understanding. Monday, May 10, 2010. The Art of Solving Sudokus - Part II. ANN - Artifical Neural Network. For the network of the previous example one could define the energy function by: [E= frac{1}{2} sum {i=1} {N} sum {j=1, neq i} {N} w {ij} cdot s i cdot s j ]. The way that ANN's were defined changed during time, based on the experiences with t...
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mathematicalnovels.blogspot.com
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Ο σπουδαστής Galois, η ξεροκεφαλιά και οι γυναίκες. Πως αναπτύχθηκε η Θεωρία των Πιθανοτήτων. Πέμπτη, 21 Φεβρουαρίου 2008. Ο σπουδαστής Galois, η ξεροκεφαλιά και οι γυναίκες. Πόσο κάνει 11 2; Γιατί οι αριθμοί παριστάνονται σε μια ευθεία; Ερωτήματα τα οποία ο καθένας μας θα απαντούσε σε κλάσματα δευτερολέπτου, με την επιπολαιότητα ανάλογη της ταχύτητάς του. Ας πάρουμε όμως τα πράγματα από την αρχή. Ο Γκαλουά τελικά αποφυλακίζεται και. ερωτεύεται, για πρώτη φορά στη ζωή του. Δυστυχώς γι' αυτόν, η ε...Φυσικ...