@inproceedings { Gutman20130830,
  author = "Gutman A.E.",
  title = "Sequentially convergent mappings and fixed-point theorems",
  booktitle = "Geometry Days in Novosibirsk -- 2013. International conference (Novosibirsk, August 28--31, 2013): Proceedings",
  address = "Novosibirsk",
  publisher = "Institute of Mathematics",
  year = "2013",
  pages = "34--35",
  language = "russian",
  annote = "It is shown that the main results of 28 articles devoted to generalizations of fixed-point theorems for mappings in special spaces are direct consequences of a single general theorem which translates previously known facts to the spaces under consideration."
}
@article { Gutman20131112,
  author = "Gutman A.E. and Koptev A.V.",
  title = "Convergence-preserving maps and fixed-point theorems",
  journal = "Mat. zametki",
  year = "2014",
  volume = "95",
  number = "5",
  pages = "790--794",
  doi = "10.4213/mzm10446",
  language = "russian",
  annote = "It is shown that the main results of 28 articles devoted to generalizations of fixed-point theorems for mappings in special spaces are direct consequences of a single general theorem which translates previously known facts to the spaces under consideration."
}
@article { Gutman20131113,
  author = "Gutman A.E. and Koptev A.V.",
  title = "Convergence-preserving maps and fixed-point theorems",
  journal = "Math. Notes",
  year = "2014",
  volume = "95",
  number = "5",
  pages = "738--742",
  doi = "10.1134/S0001434614050150",
  annote = "It is shown that the main results of 28 articles devoted to generalizations of fixed-point theorems for mappings in special spaces are direct consequences of a single general theorem which translates previously known facts to the spaces under consideration.",
  keywords = "sequential convergence, (pre)topological convergence, single-valued convergence, sequential topological space, convergence-preserving map, (sub)sequentially convergent map, fixed-point theorem"
}