Jenna Congdon

Please note that this is a quick turnaround, I need responses absolutely no later than Tuesday, 10/20. Thanks I'm looking for a neuroscience researcher or cognitive psychologist with expertise in numerical cognition, mathematical cognition, or brain imaging for a Live Science article about a new study examining how the brain represents fractions and whole numbers. The study used high-resolution fMRI to investigate how the brain processes numerical magnitude across different number types. Researchers identified a shared, spatially organized neural representation for fractions and integers, while also finding distinct patterns associated with each type of number. I'm looking for an independent expert who can help explain: - What these findings tell us about how the brain represents and compares numbers, in accessible terms for a general audience. - What's genuinely new about this study, given that previous research has already linked numerical magnitude processing to the parietal cortex and examined how the brain processes fractions. - Why fractions are often harder to compare and understand than whole numbers, and whether this study offers any new insights into that difficulty. - What limitations and unanswered questions remain, particularly regarding mathematical learning, children's numerical development, and future research. Who I'm looking for: Researchers in cognitive neuroscience, numerical cognition, mathematical cognition, or related fields who can comment independently on the findings. Experience studying numerical processing with neuroimaging would be especially helpful, but any relevant expertise will work. I will send you questions via email or here, as well as more details on the study in question. Responses should take no more than ~20 minutes. Thank you!

I'm looking for a neuroscience researcher or cognitive psychologist with expertise in numerical cognition, mathematical cognition, or brain imaging for a Live Science article about a new study examining how the brain represents fractions and whole numbers. The study used high-resolution fMRI to investigate how the brain processes numerical magnitude across different number types. Researchers identified a shared, spatially organized neural representation for fractions and integers, while also finding distinct patterns associated with each type of number. I'm looking for an independent expert who can help explain: - What these findings tell us about how the brain represents and compares numbers, in accessible terms for a general audience. - What's genuinely new about this study, given that previous research has already linked numerical magnitude processing to the parietal cortex and examined how the brain processes fractions. - Why fractions are often harder to compare and understand than whole numbers, and whether this study offers any new insights into that difficulty. - What limitations and unanswered questions remain, particularly regarding mathematical learning, children's numerical development, and future research. Who I'm looking for: Researchers in cognitive neuroscience, numerical cognition, mathematical cognition, or related fields who can comment independently on the findings. Experience studying numerical processing with neuroimaging would be especially helpful, but any relevant expertise will work. I will send you questions via email or here, as well as more details on the study in question. Responses should take no more than ~20 minutes. Thank you!