T. Dube, D.N. Stephen, Mapping ideals to sublocales, Appl. Categor. Structures (accepted in 2021)

T. Dube, A. Taherifar, On the lattice of annihilator ideals and its applications, Comm. Algebra (accepted in 2021)

T. Bayih, T. Dube, O. Ighedo, On the Menger and almost Menger properties in locales, Appl. Gen. Topology (accepted in 2021)

T. Dube, D. Georgiou, A. Megaritis, I. Naidoo, F. Sereti, Covering dimension and universality property on frames, Order (accepted in 2021)

I. Adjei, T. Dube, The Banaschewski extension and some variants of openness, Houston J. Math. (accepted in 2020)

T. Dube, M. Parsinia, On the sum of z^o-ideals in two classes of subrings of C(X), Bull. Iran. Math. Soc. (accepted in 2020)

T. Dube, Characterizing realcompact locales via remainders, Georgian Math. J. (accepted in 2018)

T. Dube, Amenable and locally amenable algebraic frames, Order 37 (2020), 509-528.

T Dube and D.N. Stephen, On ideals of rings of continuous functions associated with sublocales, Topology Appl. 284 (2020), 107360.

T. Dube, A.A. Estaji, M. Robat Sarpoushi, Some relative normality properties in locales, Math. Slovaca, 70 (2020), 779-794.

T. Dube and M. Robat Sarpoushi, On densely normal sublocales, Topology Appl. 275 (2020), 107015

T. Dube, On the maximal regular ideal of pointfree function rings, and more, Topology Appl. 273 (2020), 106960.

T. Dube, M. Ghirati, S. Narazi, A. Taherifar, Rings in which idempotents generate maximal or minimal ideals, Algebra Universalis, 81 (2020), article 30.

T. Dube, Concerning P-sublocales and disconnectivity, Applied Categ. Structures 27 (2019), 365 - 383.

T. Dube, First steps going down on algebraic frames, Hacettepe J. Math. Stat. 48 (2019), 1792-1807.

T. Dube, On the socle of an algebraic frame, Bull. Math. Soc. Sci. Math. Roumanie 110 (2019), 371 - 385.

T. Dube and L. Sithole, On the sublocale of an algebraic frame induced by the d-nucleus, Topology Appl. 263 (2019), 90 - 106.

T. Dube, Rings in which sums of d-ideals are d-ideals, J. Korean Math. Soc. 56 (2019), 539 - 558.

T. Dube, Some connections between frames of radical ideals and frames of z-ideals, Algebra Universalis 79 (2018), 18 pages.

T. Dube, On quasi-normality of function rings, Rocky Mountain Journal of Mathematics 40 (2018) 157-179.

T. Dube and O. Ighedo, Concerning the summand intersection property in function rings, Houston Journal of Mathematics 44 (2018), 1029 - 1049.

T. Dube and O. Ighedo, On lattices of z-ideals of function rings, Mathematica Slovaca 68 (2018), 271 -284.

T. Dube, When Boole commutes with Hewitt and Lindelof, Applied Categorical Structures 25 (2017), 1097- 1111.

T. Dube, Commutative rings in which zero-components of essential primes are essential, Journal of Algebra and its Applications 16 (2017), 17502024 (15 pages).

T. Dube, When spectra of lattices of z-ideals are Stone-Cech compactifications, Mathematica Bohemica 142 (2017), 323 -336.

T. Dube, A note on weakly pseudocompact locales, Applied General Topology 18 (2017), 131-141.

T. Dube, I. Naidoo and N. Nasirzadeh, Pseudocompactness in the category of locales, Topology and its Applications 231 (2017), 113 -127.

T. Dube, D.N. Georgiou, A.C. Megaritis and F.Sereti, Studying the Krull dimension of finite lattices under the prism of matrices, Filomat 31 (2017), 2901 - 2915.

T. Dube, On maps between Stone-Cech compactifications induced by lattice homomorphisms, Filomat 30 (2016) 2465-2474.

P. Bhattacharjee and T. Dube, On the sobriety of the inverse topology, Algebra Universalis 76 (2016), 445-454.

T. Dube, A note on lattices of z-ideals of f-rings, New York Journal of Mathematics 22 (2016), 351-361.

T. Dube and J. Nsonde Nsayi, Another ring-theoretic characterization of boundary spaces, Houston Journal of Mathematics 42 (2016), 709 - 722.

T. Dube and O. Ighedo, Characterising points which make P-frames, Topology and its Applications 200 (2016), 146-159.

T. Dube and O. Ighedo, More on locales in which every open sublocale is z-embedded, Topology and its Applications 201 (2016), 110-123.

T. Dube and O. Ighedo, Higher order z-ideals in commutative rings, Miskolc Mathematical Notes 17 (2016), 171-185.

T. Dube and J. Nsonde Nsayi, A note on spaces that are finitely an F-space, Topology and its Applications 202 (2016), 365-356.

T. Dube, Ideals associated with realcompactness in pointfree function rings, Quaestiones Mathematicae 38(6) (2015), 885 - 899.

T. Dube, D.N. Georgiou, A.C. Megaritis and S.P. Moshokoa, A study of covering dimension for the class of finite lattices, Discrete Mathematics 338 (2015), 1096 - 1110.

T. Dube and O. Ighedo, Covering maximal ideals with minimal primes, Algebra Universalis, 74 (2015), 411 - 424.

T. Dube and O. Ighedo, More ring-theoretic characterizations of P-frames, Journal of Algebra and its Applications 14(5) (2015), 150061 (8 pages).

T. Dube and J. Nsonde Nsayi, When certain prime ideals in rings of continuous functions are minimal or maximal, Topology and its Applications 192 (2015), 98 - 112.

T. Dube and J. Nsonde Nsayi, When rings of continuous functions are weakly regular, Bulletin of the Belgian Mathematical Society, Simon Stevin, 22 (2015), 213 - 226.

T. Dube and I. Naidoo, More on uniform paracompactness in pointfree topology, Mathematica Slovaca, 65 (2015), 273-288.

T. Dube and M.M. Mugochi, Localic remote points revisited, Filomat, 29(1) (2015), 111 - 120.

T. Dube, Pseudocompact supports in pointfree topology, Houston Journal of Mathematics 40 (2014), 601 - 620.

T. Dube, Concerning maximal l-ideals of rings of continuous integer-valued functions, Algebra Universalis, 72 (2014), 359 - 370.

T. Dube and O. Ighedo, On z-ideals of pointfree function rings, Bulletin of the Iranian Mathematical Society 40 (2014), 657 - 675.

T. Dube, and O. Ighedo, Two functors induced by certain ideals of function rings, Appl. Categorical Structures 22 (2014), 663 - 681.

T. Dube, I. Naidoo and N.C. Ncube, On a generalization of pointfree realcompactness, Topology and its Applications 163 (2014), 80 - 92.

T. Dube, I. Naidoo and C. Ncube, Nearly realcompact frames, Topology. Appl. 168 (2014), 25 - 39.

T. Dube, S. Iliadis, J. van Mill and I. Naidoo, A pseudocompact completely regular frame which is not spatial, Order (2014) 31: 115 - 120.

T. Dube, M.M. Mugochi and I. Naidoo, Cech-completeness in pointfree topology, Quaestiones Mathematicae 37:1 (2014), 49 - 65.

T. Dube, I. Naidoo, and C. Ncube, Isocompactness in the category of locales, Applied Categorical Structures 22 (2014), 727 -739.

T. Dube and O. Ighedo, Comments regarding d-ideals of certain f-rings, Journal of Algebra and its Applications 12 (2013), 1350008 (16 pages).

T Dube and M. Matlabyane, Cozero complemented frames, Topology and its Applications, 16 (2013), 1345 - 1352.

T. Dube, S. Iliadis, J. van Mill and I. Naidoo, Universal frames, Topology and its Applications 160 (2013), 2454 - 2464.

T. Dube, The hull-kernell and inverse topologies as frames, Algebra Universalis (2013) Vol. 70, Issue 2, 197 - 212.

T. Dube, A note on relative pseudocompactness in the category of frames, Bulletin of the Australian Mathematical Society (2013), Vol. 87, Issue 01, 120 - 130.

T. Dube, Coherence classes of ideals on normal lattices with applications to C(X), Mathematica Slovaka (2013), Vo. 63, Issue 4, 679 - 692.

T. Dube and I. Naidoo, Round squares in the category of Frames, Houston Journal of Mathematics, 39 (2) (2013), 453 - 473.

T. Dube, Extending and contracting maximal ideals in the function rings of pointfree topology, Bull. Math. Soc. Sci. Math. Roumanie Tome 55(103), No. 4, 2012, 365 - 374.

T. Dube and I. Naidoo, When lifted frame homomorphisms are closed, Topology and its Applications, 159 (2012), 3049 - 3058.

T. Dube, Notes on the socle of certain types of f-rings, Bulletin of the Iranian Mathematical Society, Vol 38, No.2, (2012), 517 - 528.

T. Dube, Real ideals in pointfree rings of continuous functions, Bulletin of the Australian Mathematical Society, 83 (2011), 338 - 352.

T. Dube, A broader view of the almost Lindelof property, Algebra Universalis, 65 (2011), 263 - 276.

T. Dube and M. Matlabyane, Concerning variants of C-embedding in pointfree topology, Toplogy and its Applications, 158(2011), 2307 - 2321.

T. Dube and I. Naidoo, Erratum to "On openness and surjectivity of lifted frame homomorphisms", Topology and its Applications, 157 (2011), 2257 - 2259.

T. Dube and M.M. Mugochi, A note on almost uniform nearness frames, Quaestiones Mathematicae, 34(2) (2011), 247 - 263.

T. Dube and M.M. Mugochi, Thougths on quotient-fine nearness frames, Applied Categorical Structures, 19(2011), 511 - 521.

T. Dube, On the ideal of functions with compact support in pointfree function rings, Acta Mathematica Hungarica, 129(2010), 205 - 226.

T. Dube, Contracing the socle in rings of contiuous functions, Rendiconti del Seminario Mat. Univ. Padoa, 123(2010), 37 - 53.

T. Dube, Notes on Pointfree Disconnectivity with a Ring-theoretic Slant, Applied Categorical Structures 18(2010), no.1, 55 - 72.

T. Dube and I. Naidoo, On openness and surjectivity of lifted frame homomorphisms, Topology and its Applications, 157(2010), 2159 - 2171.

T. Dube and M.M. Mugochi, Zero-dimensionality in structured frames, Far East J. M. Sci., 40(2010), no. 1, 121 - 136.

T. Dube, Concerning P-, essential P-, and strongly zero-dimensional frames, Algebra Universalis 61(2009), no. 1,115 - 138.

T. Dube, Some algebraic characterizations of F-frames, Algebra Universalis, 62(2009), 273-288.

T. Dube and M. Matlabyane, Notes concerning characterizations of quasi-F frames, Quaestiones Mathematicae, 32(2009), no. 4, 551- 567.

B. Banaschewski, T. Dube, C. Gilmour and J. Walters-Wayland, Oz in pointfree topology, Quaestiones Mathematicae, 32(2) (2009), 215 - 227.

T. Dube, Some ring-theoretic properties of almost P -frames, Algebra Universalis 60 (2009) 145 – 162.

T. Dube, Remote points and the like in pointfree topology, Acta Mathematica Hungarica 123 (2009), no. 3, 203 - 222.

T. Dube and P. Matutu, A few points on pointfree pseudocompactness, Quaestiones Mathematicae 30 (2007), no. 4, 451 - 464.

T. Dube, A Little More on Coz-Unique Frames, Applied Categorical Structures (2009) 17: 63 - 73.

T. Dube and J. Walters-Wayland, Weakly Pseudocompact Frames, Applied Categorical Structures (2008) 16: 749 - 761.

T. Dube, Realcompactness and certain types of subframes, Algebra Universalis 58 (2008) 181 - 202.

T. Dube, Pointfree functional compactness, Acta Mathematica Hungarica, 116(3) (2007), 223 - 237.

T. Dube and P. Matutu, Pointfree pseudocompactness revisited, Topology and its Applications 154 (2007) 2056 – 2062.

T. Dube and J. Walters-Wayland, Coz-onto Frame Maps and Some Applications, Appl. Categor. Struct. (2007) 15: 119 - 133.

T. Dube, Katetov revisited: a frame-theoretic excursion, Quaestiones Mathematicae 30(2007), 365 – 380.

T. Dube, An algebraic view of weaker forms of realcompactness, Algebra Universalis 55 (2006) 187 - 202.

T. Dube, Submaximality in locales, Topology Proceedings 29 No. 2 (2005), pp. 431 - 444.

T. Dube, Bounded quotients of frames, Quaestiones Mathematicae 28(2005), 55 – 72.

T. Dube, Notes on uniform frames, Quaestiones Mathematicae 27(2004), 9 - 20.

T. Dube, Irreducibility in pointfree topology, Quaest. Math. 27 (2004), no. 3, 231-241.

T. Dube, On Compactness of Frames, Algebra Universalis 51 (2004) 411 – 417.

T. Dube, Balanced and closed-generated filters in frames, Quaestiones Mathematicae 26(2003), 73 - 81.

T. Dube and V. Valov, Generalized tri-quotient maps and Cech-completeness, Comm. Math. Univ. Carolinae 42,1 (2001) 187-194.

T. Dube, Sigma-compactness via Nearness, Kyungpook Mathematical Journal. (39) 1999, 207 - 214.

T. Dube, A note on complete regularity and normality, Quaestiones Mathematicae 19 (1996), no. 3-4, 467-478.

T. Dube, A short note on separable frames, Commentationes Mathematicae Universitatis Carolinae 37,2 (1996) 375 - 377.

T. Dube, Paracompact and locally fine nearness frames, Topology and its Applications 62 (1995), no. 3, 247--253.

T. Dube, The Tamano-Dowker type theorems for nearness frames, Journal of Pure and Applied Algebra 99 (1995) l - 7.

T. Dube, Strong nearness frames, Symposium on Categorical Topology (Rondebosch, 1994), 103--112, Univ. Cape Town, Rondebosch, 1999.

T. Dube, Separability in locales, Quaestiones Mathematicae 17 (1994), no. 3, 333-338.