Poster
The impact of MEG source reconstruction method on source-space connectivity estimation: A comparison between minimum-norm solution and beamforming |
The effect of the choice of the inverse method on the cortico-cortical coupling analysis has been largely overlooked in the literature. Here, we set out to investigate the impact of three inverse methods on source coherence detection using simulated MEG data. To this end, we created thousands of… | |
Newton methods for a class of nonlinear hypersingular integral equations |
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Measuring effective temperature in self-propelled suspensions |
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WELCOME TO NEUROPYPE: A PYTHON-BASED PIPELINE FOR ADVANCED MEG AND EEG CONNECTIVITY ANALYSES |
With the exponential increase in data dimension and complexity, conducting state-of-the-art brain network analyses using MEG and EEG is becoming an increasingly challenging and time-consuming endeavor. Here we describe NeuroPype, a free open-source Python package we developed for efficient multi-… | |
Simulazioni delle traiettorie di visitatori nelle aree museali |
Analisi, modellizzazione e simulazione delle traiettorie dei visitatori nelle aree museali | |
Modelli e metodi in fluidodinamica vascolare |
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Massive-scale analysis of rRNA-depleted transcriptional landscape in human trisomy 21 |
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Numerical modelling of Amundsenisen Icefield for compatibility check of a subglacial lake. Preliminary tests. |
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Improvements in MIPAS ESA V7 and V8 products and trends |
MIPAS on ENVISAT performed almost continuous and global measurements of atmospheric temperature and composition from June 2002 to April 2012. These data are very useful for understanding atmosphere climatology from the upper troposphere to the mesosphere, including trends in composition and… | |
A new product integration rule for the finite Hilbert transform |
For the finite weighted Hilbert transform we consider two different product integration rules, the VP rule and the L-rule, based on the same nodes and obtained by approximating the density function with filtered de la Vallée Poussin and classical Lagrange interpolation polynomials, respectively.… |
