V. Dionin. "Rešenie sistemy funkcional’nyh uravnenij $\bigwedge X_{1} \bigl [ X_{2}(a_{1}^{n}), a_{n+1}^{2n+d-1} \bigr ] = X_{2j-1} \bigl [ a_{1}^{j-1}, X_{2j}(a_{j}^{j+n-1}), a_{j+n}^{2n+d-1} \bigr ], j \in \lbrace 2, \dots , n+d\rbrace $, na algebre kvazigrupp." Matematički Vesnik (1975): 135-142. <http://eudml.org/doc/258808>.
@article{V1975,
author = {V. Dionin},
journal = {Matematički Vesnik},
language = {rus},
number = {59},
pages = {135-142},
publisher = {Društvo matematičara Srbije},
title = {Rešenie sistemy funkcional’nyh uravnenij $\bigwedge X_\{1\} \bigl [ X_\{2\}(a_\{1\}^\{n\}), a_\{n+1\}^\{2n+d-1\} \bigr ] = X_\{2j-1\} \bigl [ a_\{1\}^\{j-1\}, X_\{2j\}(a_\{j\}^\{j+n-1\}), a_\{j+n\}^\{2n+d-1\} \bigr ], j \in \lbrace 2, \dots , n+d\rbrace $, na algebre kvazigrupp},
url = {http://eudml.org/doc/258808},
year = {1975},
}
TY - JOUR
AU - V. Dionin
TI - Rešenie sistemy funkcional’nyh uravnenij $\bigwedge X_{1} \bigl [ X_{2}(a_{1}^{n}), a_{n+1}^{2n+d-1} \bigr ] = X_{2j-1} \bigl [ a_{1}^{j-1}, X_{2j}(a_{j}^{j+n-1}), a_{j+n}^{2n+d-1} \bigr ], j \in \lbrace 2, \dots , n+d\rbrace $, na algebre kvazigrupp
JO - Matematički Vesnik
PY - 1975
PB - Društvo matematičara Srbije
IS - 59
SP - 135
EP - 142
LA - rus
UR - http://eudml.org/doc/258808
ER -
