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Logarithmic Senses: The Mathematical Limits of Human Perception. Stimuli, Thresholds, and Sensory Adaptation in Modern Cognitive Neuroscience
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- Nombre de pages183
- FormatePub
- ISBN978-3-565-35650-8
- EAN9783565356508
- Date de parution25/03/2026
- Protection num.pas de protection
- Taille834 Ko
- Infos supplémentairesepub
- ÉditeurEmphaloz Publishing House
Résumé
If you are holding a one-pound weight, adding a second pound feels dramatically heavier. But if you are holding a fifty-pound weight, adding one more pound goes completely unnoticed. Our physical senses do not perceive the world in linear absolutes; they process reality through strict mathematics.
The Weber-Fechner Law is the foundational principle of psychophysics. It proves that the human perception of a change in any stimulus-whether it is the brightness of a screen, the volume of a siren, or the weight of a stone-operates on a logarithmic scale.
To perceive a constant increase in intensity, the actual physical stimulus must be multiplied exponentially. This fascinating exploration dives into the neurological constraints of the human body. We examine how this biological logarithm forces our brains to constantly adapt, effectively blinding us to gradual changes in our environment to prevent sensory overload. Understand the mathematical filter between your brain and reality.
Discover why human beings are biologically incapable of objectively measuring the physical world around them.
To perceive a constant increase in intensity, the actual physical stimulus must be multiplied exponentially. This fascinating exploration dives into the neurological constraints of the human body. We examine how this biological logarithm forces our brains to constantly adapt, effectively blinding us to gradual changes in our environment to prevent sensory overload. Understand the mathematical filter between your brain and reality.
Discover why human beings are biologically incapable of objectively measuring the physical world around them.