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Effective descriptive set theory is the branch of descriptive set theory dealing with sets of reals having lightface definitions; that
Kaynak: Effective descriptive set theory

Lightface hierarchy : The lightface Borel hierarchy is an effective version of the boldface Borel hierarchy. It is important in effective
Kaynak: Borel hierarchy

hierarchy of sets classifies sets by the formulas that can be used to define them; it is the lightface version of the projective hierarchy .
Kaynak: Analytical hierarchy

He is especially associated with the development of the effective , or lightface , version of descriptive set theory. Moschovakis earned his
Kaynak: Yiannis N. Moschovakis

A (lightface ) Π 0 1 class is a subset C of 2 ω for which there is a computable tree T such that C consists of exactly the paths through T
Kaynak: Π01 class

These devices may be categorized as follows: (1) lightface and boldface type to indicate when an English word is inserted to complete the
Kaynak: Concordant Version

The Greek letters here are lightface symbols, which indicates that the formulas do not contain set parameters. If a formula phi is
Kaynak: Arithmetical hierarchy

The most common usage in transport timetables for air, rail, bus, etc is to use lightface for a.m. times and boldface for p.m.
Kaynak: Date and time notation in the United States

Note that the bold font in this symbol is not the Wikipedia convention, but rather is used distinctively from its lightface counterpart
Kaynak: Analytic set

It includes the study of lightface pointclass es, and is closely related to hyperarithmetical theory . In many cases, results of classical
Kaynak: Set theory

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