Registro:

Referencias:

• Aichinger, E., Binder, F., Ecker, J., Mayr, P., Nöbauer, C., (2012) SONATA: System of Nearrings and Their Applications, Software, , http://www.algebra.uni-linz.ac.at/Sonata/
• Barmak, J.A., Sadofschi Costa, I., On a question of R H Bing concerning the fixed point property for two-dimensional polyhedra (2017) Adv. Math., 305, pp. 339-350. , MR
• Bing, R.H., The elusive fixed point property (1969) Amer. Math. Monthly, 76, pp. 119-132. , MR
• Borsuk, K., Quelques théorèmes sur les ensembles unicohérents (1931) Fund. Math., 17, pp. 171-209
• Borsuk, K., Über die Abbildungen der metrischen kompakten Räume auf die Kreislinie (1933) Fund. Math., 20, pp. 224-231
• Campbell, C.M., Havas, G., Ramsay, C., Robertson, E.F., On the efficiency of the simple groups of order less than a million and their covers (2007) Experiment. Math., 16, pp. 347-358. , MR
• Campbell, C.M., Havas, G., Ramsay, C., Robertson, E.F., All simple groups with order from 1 million to 5 million are efficient (2014) Int. J. Group Theory, 3, pp. 17-30. , MR
• Ellis, G., (2013) HAP: Homological Algebra Programming, Software, , http://hamilton.nuigalway.ie/Hap/www
• Gorenstein, D., Lyons, R., Solomon, R., The classification of the finite simple groups, I (1994) Amer. Math. Soc., , Chapter 1: Overview, Mathematical Surveys and Monographs 40.1, Providence, RI, MR
• Gorenstein, D., Lyons, R., Solomon, R., The classification of the finite simple groups, I (1998) Amer. Math. Soc., , Chapter A: Almost simple K –groups, Mathematical Surveys and Monographs 40.3, Providence, RI, MR
• Guralnick, R.M., Kantor, W.M., Kassabov, M., Lubotzky, A., Presentations of finite simple groups: A computational approach (2011) J. Eur. Math. Soc. JEMS, 13, pp. 391-458. , MR
• Hagopian, C.L., (2007) An Update on the Elusive Fixed-Point Property, from “Open Problems in Topology, II”, pp. 263-277. , (E Pearl, editor), Elsevier, Amsterdam, MR
• Jiang, B.J., On the least number of fixed points (1980) Amer. J. Math, 102, pp. 749-763. , MR
• Latiolais, M.P., (1993) Homotopy and Homology Classification of 2–complexes, from “Two-dimensional Homotopy and Combinatorial Group theory”, pp. 97-124. , (C Hog-Angeloni, W Metzler, editors), London Mathematical Society Lecture Note Series 197, Cambridge University Press, MR
• Lopez, W., An example in the fixed point theory of polyhedra (1967) Bull. Amer. Math. Soc, 73, pp. 922-924. , MR
• Rosenberg, J., (1994) Algebraic K –theory and Its Applications, , Graduate Texts in Mathematics 147, Springer, New York, MR
• (2015) GAP: Groups, Algorithms and Programming, , http://www.gap-system.org, software
• Waggoner, R., A method of combining fixed points (1975) Proc. Amer. Math. Soc, 51, pp. 191-197. , MR

Citas:

---------- APA ----------

---------- CHICAGO ----------

---------- MLA ----------

---------- VANCOUVER ----------