Metamath Proof Explorer
Table of Contents - 15.6.5. Dyadic fractions
- c2s
- df-2s
- cexps
- df-exps
- czs12
- df-zs12
- 1p1e2s
- no2times
- 2nns
- 2sno
- 2ne0s
- n0seo
- zseo
- twocut
- nohalf
- expsval
- expsnnval
- exps0
- exps1
- expsp1
- expscllem
- expscl
- n0expscl
- nnexpscl
- zexpscl
- expadds
- expsne0
- expsgt0
- pw2recs
- pw2divscld
- pw2divsmuld
- pw2divscan3d
- pw2divscan2d
- pw2divsassd
- pw2divscan4d
- pw2gt0divsd
- pw2ge0divsd
- pw2divsrecd
- pw2divsdird
- pw2divsnegd
- pw2sltdivmuld
- pw2sltmuldiv2d
- avgslt1d
- avgslt2d
- halfcut
- addhalfcut
- pw2cut
- pw2cutp1
- elzs12
- zs12ex
- zzs12
- zs12no
- zs12addscl
- zs12negscl
- zs12subscl
- zs12half
- zs12negsclb
- zs12zodd
- zs12ge0
- zs12bday