XI.The asymmetrical probability-curve

Asymmetrical Interactions and Asymmetrical Constraints

The three approaches to too-many-solutions problems discussed in the previous chapter do not treat them as symptomatic of significant generalizations about input-output mappings rather than outputs. Because this systematic challenge to OT is not recognized, previous attacks on these problems, apart from de Lacy's general proposal, see them as an assortment of individual difficult cases and anal...

How asymmetrical before it's asymmetrical?

A Derivation of the Equation of the Normal Probability Curve

y = ƒ(#). On the positive side of the ^-plane take the curve lying on this cylindrical surface and satisfying the condition z = P(x) ; on the other side take the curve lying on the cylindrical surface and satisfying the condition z = — N(x). We thus intercept between two curves a part of the cylindrical surface for which x is on (ab). It is not difficult to form a fair intuitive notion of this ...

Biometrics of Asymmetrical Face

Traditionally, in face authentication/identification methods the presumption concerning face/head symmetry is used, which is logical in terms of the next qualitative reduction of primary data to templates as well as not using the primary face images, for example, in advanced applications that concern creating techniques by means of which it is possible to reproduce the extraordinary complexity ...

Some Asymmetrical Aryl Sulfides

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