Metamath Proof Explorer
Table of Contents - 18.3.1. Definition and basic properties
- cnv
- cpv
- cba
- cns
- cn0v
- cnsb
- cnmcv
- cims
- df-nv
- nvss
- nvvcop
- df-va
- df-ba
- df-sm
- df-0v
- df-vs
- df-nmcv
- df-ims
- nvrel
- vafval
- bafval
- smfval
- 0vfval
- nmcvfval
- nvop2
- nvvop
- isnvlem
- nvex
- isnv
- isnvi
- nvi
- nvvc
- nvablo
- nvgrp
- nvgf
- nvsf
- nvgcl
- nvcom
- nvass
- nvadd32
- nvrcan
- nvadd4
- nvscl
- nvsid
- nvsass
- nvscom
- nvdi
- nvdir
- nv2
- vsfval
- nvzcl
- nv0rid
- nv0lid
- nv0
- nvsz
- nvinv
- nvinvfval
- nvm
- nvmval
- nvmval2
- nvmfval
- nvmf
- nvmcl
- nvnnncan1
- nvmdi
- nvnegneg
- nvmul0or
- nvrinv
- nvlinv
- nvpncan2
- nvpncan
- nvaddsub
- nvnpcan
- nvaddsub4
- nvmeq0
- nvmid
- nvf
- nvcl
- nvcli
- nvs
- nvsge0
- nvm1
- nvdif
- nvpi
- nvz0
- nvz
- nvtri
- nvmtri
- nvabs
- nvge0
- nvgt0
- nv1
- nvop