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Bruns, G. and Schmidt, J.: Zur Äquivalenz von Moore–Smith–Folgen und Filtern, Math.Nachr. 13 (1955), 169–186.
Bruns, G. and Schmidt, J.: Eine filtertheoretische Formulierung der Kontinuumhypothese, Z.Math.Logik.Grundlag.Math. 1 (1955), 91–92.
Bruns, G. and Schmidt, J.: Die punktalen Typen topologischer Räume, Math.Japon. 4 (1957), 133–177.
Bruns, G.: Die Struktur der unverzweigten punktalen Raumtypen, Math.Japon. 4 (1957), 123–132.
Bruns, G.: Durchschnittsdarstellungen von Filtern, Math.Ann. 133 (1957), 26–38.
Bruns, G.: Zur Struktur von Filtern, Math.Ann. 134 (1958), 205–224.
Bruns, G. and Schmidt, J.: Eine Verschärfung des Bernsteinschen Äquivalenzsatzes, Math.Ann. 135 (1958), 257–262.
Bruns, G. and Schmidt, J.: Ein Zerlegungssatz für gewisse Boolesche Verbände, Abh.Math.Sem.Univ.Hamburg 22 (1958), 191–200.
Bruns, G.: Verbandstheoretische Kennzeichnung vollständiger Mengenringe, Arch.Math.(Basel) 10 (1959), 109–112.
Bruns, G.: Distributivität und subdirekte Zerlegbarkeit vollständiger Verbände, Arch.Math.(Basel) 12 (1961), 61–66.
Bruns, G.: Darstellungen und Erweiterungen geordneter Mengen I, J.Reine Angew.Math. 209 (1962), 167–200.
Bruns, G.: Darstellungen und Erweiterungen geordneter Mengen II, J.Reine Angew.Math. 210 (1962), 1–23.
Bruns, G.: On the representation of Boolean algebras, Canad.Math.Bull. 5 (1962), 37–41.
Bruns, G.: Some remarks on lattices of functions, Arch.Math.(Basel) 15 (1964), 338–340.
Bruns, G.: Ideal-representations of Stone lattices, Duke Math.J. 32 (1965), 555–556.
Bruns, G.: A lemma on directed sets and chains, Arch.Math.(Basel) 18 (1967), 561–563.
Banaschewski, B. and Bruns, G.: Categorical characterization of the MacNeille completion, Arch.Math.(Basel) 18 (1967), 369–377
Banaschewski, B. and Bruns, G.: Injective hulls in the category of distributive lattices, J.Reine Angew.Math. 232 (1968), 102–109.
Bruns, G. and Lakser, H.: Injective hulls of semilattices, Canad.Math.Bull. 13 (1970), 115–118.
Bruns, G. and Kalmbach, G.: Varieties of orthomodular lattices, Canad.J.Math. 23 (1971), 802–810.
Bruns, G. and Kalmbach, G.: Varieties of orthomodular lattices II, Canad.J.Math. 24 (1972), 328–337.
Bruns, G. and Kalmbach, G.: Some remarks on free orthomodular lattices, In: Proc.Univ.Houston Lattice Theory Conf., Houston, 1973, pp. 397–408.
Bruns, G.: Free ortholattices, Canad.J.Math. 28 (1976), 977–985.
Bruns, G.: A finiteness criterion for orthomodular lattices, Canad.J.Math. 30 (1978), 315–320.
Banaschewski, B. and Bruns, G.: A proof that F(L) belongs to HSP L, Algebra Universalis 9 (1979), 395.
Bruns, G.: Block-finite orthomodular lattices, Canad.J.Math. 31 (1979), 961–985.
Bruns, G. and Greechie, R.: Some finiteness conditions for orthomodular lattices, Canad.J.Math. 34 (1982), 535–549.
Bruns, G. and Greechie, R.: Orthomodular lattices which can be covered by finitely many blocks, Canad.J.Math. 34 (1982), 696–699.
Bruns, G.: Varieties of modular ortholattices, Houston J.Math. 9 (1983), 1–7.
Bruns, G.: Orthomodular lattices, Ann.Discrete Math. 23 (1984), 99–102.
Banaschewski, B. and Bruns, G.: The fundamental duality of partially ordered sets, Order 5 (1988), 61–74.
Bruns, G., Greechie, R. and Herman, L.: Orthomodular lattices containing MO2 as a subalge-bra, J.Pure Appl.Algebra 68 (1990), 67–76.
Bruns, G. and Greechie, R.: Blocks and commutators in orthomodular lattices, Algebra Universalis 27 (1990), 1–9.
Bruns, G., Greechie, R., Harding, J. and Roddy, M.: Completions of orthomodular lattices, Order 7 (1990), 67–76.
Bruns, G. and Roddy, M.: A finitely generated modular ortholattice, Canad.Math.Bull. 35 (1992), 29–33.
Bruns, G. and Roddy, M.: Projective orthomodular lattices, Canad.Math.Bull. 37 (1994), 145–153.
Bruns, G. and Roddy, M.: Projective orthomodular lattices II, Algebra Universalis 37 (1997), 147–153.
Bruns, G. and Harding, J.: Amalgamation of ortholattices, Order 14 (1997/98), 193–209.
Bruns, G. and Harding, J.: Algebraic aspects of orthomodular lattices, In: Current Research in Operational Quantum Logic, Kluwer, 2000, pp. 37–65.
Bruns, G. and Harding, J.: Epimorphisms in certain varieties of algebras, Order 17 (2000), 195–206.
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Harding, J., Roddy, M. Obituary: Günter Bruns. Order 20, 329–332 (2003). https://doi.org/10.1023/B:ORDE.0000034755.82568.09
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DOI: https://doi.org/10.1023/B:ORDE.0000034755.82568.09