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The glymphatic system facilitates cerebrospinal fluid (CSF)-interstitial fluid exchange and plays a key role in solute clearance and neurophysiological homeostasis. While dysfunction of this system has been shown in traumatic brain injury, stroke, meningitis, idiopathic normal pressure hydrocephalus and neurodegenerative diseases, direct measurement of glymphatic transport in humans remains elusiv
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In this book, Anil Seth advocates a predictive processing approach to the understanding of conscious experience, which he claims would amount to something like a Copernican revolution. In three separate parts of the book, Seth discusses conscious level, conscious content, and conscious self. Among the strengths of the book is an ambition to stay close to the rich phenomenology of conscious experieIn this book, Anil Seth advocates a predictive processing approach to the understanding of conscious experience, which he claims would amount to something like a Copernican revolution. In three separate parts of the book, Seth discusses conscious level, conscious content, and conscious self. Among the strengths of the book is an ambition to stay close to the rich phenomenology of conscious experie
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This book is an introduction to the Free Energy Principle (FEP) and Active Inference. The FEP has been described as new paradigm with potential to unify the biological and cognitive sciences. According to the FEP, living organisms persist by minimizing their free energy (which can be variously translated as uncertainty, surprise, prediction error, or discrepancies between model and world). Active This book is an introduction to the Free Energy Principle (FEP) and Active Inference. The FEP has been described as new paradigm with potential to unify the biological and cognitive sciences. According to the FEP, living organisms persist by minimizing their free energy (which can be variously translated as uncertainty, surprise, prediction error, or discrepancies between model and world). Active
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We investigate so-called Laplace–Carleson embeddings for large exponents. In particular, we extend some results by Jacob, Partington, and Pott. We also discuss some related results for Sobolev-and Besov spaces, and mapping properties of the Fourier transform. These variants of the Hausdorff–Young theorem appear difficult to find in the literature. We conclude the paper with an example related to a