Contents of Number 2
Volume 149 / 2017
-
Identities for like-powers of Lucas sequences from algebraic identities Colloquium Mathematicum 149 (2017) , 165-177 MSC: Primary 11B39; Secondary 11B37. DOI: 10.4064/cm7051-9-2016
-
On two functions arising in the study of the Euler and Carmichael quotients Colloquium Mathematicum 149 (2017) , 179-192 MSC: 11A25, 11K65, 11N36. DOI: 10.4064/cm6910-3-2017
-
Homogeneous Rota–Baxter operators on the 3-Lie algebra $A_{\omega }$ (II) Colloquium Mathematicum 149 (2017) , 193-209 MSC: Primary 17B05; Secondary 17D99. DOI: 10.4064/cm7000-4-2017
-
Classifying homogeneous cellular ordinal balleans up to coarse equivalence Colloquium Mathematicum 149 (2017) , 211-224 MSC: Primary 54E35; Secondary 51F99. DOI: 10.4064/cm6785-4-2017
-
Some homological properties of ideals with cohomological dimension one Colloquium Mathematicum 149 (2017) , 225-238 MSC: Primary 13D45; Secondary 14B15, 13E05. DOI: 10.4064/cm6939-11-2016
-
On some generalization of special affine hyperspheres Colloquium Mathematicum 149 (2017) , 239-256 MSC: Primary 53A15; Secondary 53D15. DOI: 10.4064/cm6815-10-2016
-
Sets of $p$-uniqueness on noncommutative locally compact groups Colloquium Mathematicum 149 (2017) , 257-263 MSC: Primary 43A15, 43A46; Secondary 42A63. DOI: 10.4064/cm7075-11-2016
-
A note on the exponential diophantine equation $(am^2+1)^x+(bm^2-1)^y=(cm)^z$ Colloquium Mathematicum 149 (2017) , 265-273 MSC: Primary 11D61. DOI: 10.4064/cm6878-10-2016
-
On some arithmetical functions and the number of pure number fields Colloquium Mathematicum 149 (2017) , 275-290 MSC: Primary 11N37; Secondary 11A25. DOI: 10.4064/cm6970-12-2016
-
A tight neighborhood union condition on fractional $(g,f,n’,m)$-critical deleted graphs Colloquium Mathematicum 149 (2017) , 291-298 MSC: Primary 05C70. DOI: 10.4064/cm6959-8-2016
-
New linear and multilinear versions of Puhl’s quotient formula Colloquium Mathematicum 149 (2017) , 299-307 MSC: Primary 46G25; Secondary 46B25, 46C99. DOI: 10.4064/cm6898-11-2016
-
Construction of a braided monoidal category for Brzeziński crossed coproducts of Hopf $\pi $-algebras Colloquium Mathematicum 149 (2017) , 309-323 MSC: Primary 16T05, 16T25. DOI: 10.4064/cm6987-9-2016
