[1]

Alexander, R.: *Density and multiplicative structure of sets of integers*, Acta Arith. **12** (1966/1967), 321–332.Google Scholar

[2]

Barbarski, P.—Filipów, R.—Mrożek, N.—Szuca, P.: *Uniform density u and* 𝓘_{u}-*convergence on a big set*, Math. Commun. **16** (2011), 125–130.Google Scholar

[3]

Červeňanský, J.—Šalát, T.—Toma, V.: *Remarks on statistical and I*-*convergence of series*, Math. Bohem. **130** (2005), 177–184.Google Scholar

[4]

Farah, I.: *Analytic quotients: theory of liftings for quotients over analytic ideals on the integers*, Mem. Amer. Math. Soc. **148** (2000), 177 pp.Google Scholar

[5]

Farah, I.: *How many Boolean algebras* 𝓟(ℕ)/𝓘 *are there?*, Illinois J. Math. **46** (2002), 999–1033.Google Scholar

[6]

Filipów, R.—Mrożek, N.—Recław, I.—Szuca, P.: *Ideal convergence of bounded sequences*, J. Symbolic Logic **72** (2007), 501–512.Web of ScienceCrossrefGoogle Scholar

[7]

Gáliková, Z.—László, B.—Šalát, T.: *Remarks on uniform density of sets of integers*, Acta Acad. Paedagog. Agriensis Sect. Mat. (N.S.) **29** (2002), 3–13.Google Scholar

[8]

Giuliano Antonini, R.—Grekos, G.: *Weighted uniform densities*, J. Théor. Nombres Bordeaux **19** (2007), 191–204.CrossrefGoogle Scholar

[9]

Głąb, S.—Olczyk, M.: *Convergence of series on large set of indices*, Math. Slovaca **65** (2015), 1095–1106.Web of ScienceGoogle Scholar

[10]

Grekos, G.—Mišík, L.—Ziman, M.: *I*-*convergence and (T) property*, manuscript, 2004.Google Scholar

[11]

Just, W.—Krawczyk, A.: *On certain Boolean algebras* 𝓟(*ω*)/*I*, Trans. Amer. Math. Soc. 285 (1984), 411–429.Google Scholar

[12]

Ki, H.—Linton, T.: *Normal numbers and subsets of* ℕ *with given densities*, Fund. Math. **144** (1994), 163–179.Google Scholar

[13]

Mačaj, M.—Mišík, L.—Šalát, T.—Tomanová, J.: *On a class of densities of sets of positive integers*, Acta Math. Univ. Comenian. (N.S.) **72** (2003), 213–221.Google Scholar

[14]

Mačaj, M.—Sleziak, M.—Toma, V.: *On weighted uniform density*, Unif. Distrib. Theory **3** (2008), 101–127.Google Scholar

[15]

Tripathy, B. C.: *On statistically convergent series*, Punjab Univ. J. Math. (Lahore) **32** (1999), 1–7.Google Scholar

[16]

Tryba, J.: *Subseries of* 𝓘-*convergent series*, Lith. Math. J. **58** (2018), 104–112.CrossrefWeb of ScienceGoogle Scholar

## Comments (0)

General note:By using the comment function on degruyter.com you agree to our Privacy Statement. A respectful treatment of one another is important to us. Therefore we would like to draw your attention to our House Rules.