| Term | totally pervasive |
|---|---|
| Tibetan | don-gcig |
| Sanskrit | |
| Pali | |
| Definition | Two sets, A and B, are totally pervasive if every element in set A is also a member of set B, and vice versa |
| Translation |
mutually inclusive; synonomous; of one meaning; equivalent; mutually inclusive phenomena
* dönchik * don gcig |
|---|---|
| Definition |
| German | völlig deckungsgleich |
|---|---|
| Jeffrey Hopkins En, Ti... | mutually inclusive; synonomous; of one meaning; equivalent; mutually inclusive phenomena |