### Homology groups of $$$\mathbb{C}{\Omega}_n$$$ space for certain dimensionalities

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Koshcheev V.A. "Fundamental groups of spaces of generalised perfect splines", *Tr. In-ta matematiki i mekhaniki UrO RAN*, 2009; 15(1): pp. 159-165. (in Russian)

Pas'ko A.M. "On homotopic groups of spaces of generalised perfect splines", *Dnipr. Univ. Math. Bull.*, 2012; 17: pp. 138-140. (in Russian)

Pas'ko A.M. "Simple connectedness of one space of complex-valued functions", *Dnipr. Univ. Math. Bull.*, 2015; 20: pp. 70-74. (in Ukrainian)

Ruban V.I. "Cellular partitioning of spaces of $$$\Omega$$$-splines", *Researches on modern problems of summation and approximation of functions and their applications*, Dnipropetrovsk, 1985; pp. 39-40. (in Russian)

Ruban V.I. "Cellular structure and cohomologies of spaces of generalised perfect splines", *Dnipr. Univ. Math. Bull.*, 1999; 4: pp. 85-90. (in Russian)

Fomenko A.T., Fuks D.B. *Course in homotopic topology*, Moscow, 1989; 494 p. (in Russian)

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