Algebraic Methods for Rough Approximation Spaces by Lattice Interior–Closure Operations
- Authors
- A Bialynicki-Birula
- A Heyting
- A Monteiro
- A Monteiro
- A Monteiro
- A Monteiro
- A Skowron
- B Ganter
- CI Lewis
- CJ Everett
- D Becchio
- D Becchio
- DW Cohen
- FG Arenas
- G Birkhoff
- G Birkhoff
- G Cattaneo
- G Cattaneo
- G Cattaneo
- G Cattaneo
- G Cattaneo
- G Cattaneo
- G Cattaneo
- G Cattaneo
- G Cattaneo
- G Cattaneo
- G Cattaneo
- G Gediga
- GC Moisil
- GC Moisil
- GF Simmons
- Gianpiero Cattaneo
- Gianpiero Cattaneo
- GM Hardegree
- GM Hardegree
- GW Mackey
- H Rasiowa
- H Terasaka
- I Düntsch
- I Düntsch
- Ivo Düntsch
- JA Kalman
- JCC McKinsey
- JCC McKinsey
- JCC McKinsey
- Jerzy Kotas
- Jian-Jun Qi
- JM Jauch
- LA Zadeh
- M Erné
- M Ward
- Masahiro Nakamura
- MB Smyth
- N Rescher
- N Zierler
- O Frink
- O Ore
- O Ore
- P Alexandrov
- P Blackburn
- PD Finch
- Piero Pagliani
- PM Cohn
- PR Halmos
- PR Halmos
- R Cignoli
- R Cignoli
- R Slowinski
- R Wille
- RI Goldblatt
- RI Goldblatt
- RW Garden
- SA Kripke
- Saunders Mac Lane
- TB Iwinski
- TC Tang
- U Wybraniec-Skardowska
- VS Varadarajan
- VS Varadarajan
- YY Yao
- YY Yao
- Z Pawlak
- Z Pawlak
- Z Pawlak
- Z Pawlak
- Z Pawlak
- Publication date
- Publisher
- 'Springer Science and Business Media LLC'
- Doi
Abstract
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Last time updated on 10/08/2021