Definition: Anaxagorean Sensation
Adjective | Definition | |
Anaxagorean Sensation | $\delta = \pm 1 \; \sf{\text{for one of}} \; \delta_{\it{e}}, \delta_{\it{m}}, \delta_{\it{w}}, \delta_{\tau}, \delta_{\it{T}}, \delta_{\sf{H}}, \delta_{\sf{I}} , \delta_{\sf{S}} \; \sf{\text{or }} \delta^{*}$ | 2-12 |
Logical Antecedents
Adjective | Definition | |
Distinct Sensations | $\sf{\text{ are separate, different and distinguishable}}$ | 2-11 |
Noun | Definition | |
Binary Descriptors | $\sf{\text{A mutually exclusive pair of characteristics.}}$ | 2-1 |
Nouns | Definition | |
Reference Sensations | $\sf{\text{Standards to judge and recognize all perceptions.}}$ | 1-1 |
Related WikiMechanics articles.
- Hypothesis of Binary Description
- Classification of Sensations
- Reference Sensations
- a logically ordered list of all definitions
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page revision: 9, last edited: 19 Jul 2013 02:51