Author: Pidany, Ján
- : O možnosti riešenia sústavy rovníc nomogramami s orientovaným transparentom. (Slovak) [On the possibility of representation of a system of equations by nomograms with oriented transparency]. Aplikace matematiky, vol. 14 (1969), issue 4, pp. 298-308
- : Номографирование системы уравнений частного вида. (Russian) [Nomographic Representation of a System of Equations of a Particular Form]. Matematický časopis, vol. 18 (1968), issue 4, pp. 299-311
- : Об одном из способов номографирования системы частного вида четырех уравнений. (Russian) [A certain method of nomographical representation of a special type of system of four equations]. Aplikace matematiky, vol. 13 (1968), issue 3, pp. 248-257
- : Об одном способе номографирования системы четырех уравнений частного вида. (Russian) [A Method of Nomographing a System of Four Equations of a Special Form]. Matematický časopis, vol. 18 (1968), issue 2, pp. 113-120
- : O možnosti úpravy sústavy dvoch rovníc s ôsmimi neznámými na tvar $A_{7,8}=A_{1,2}+A_{3,4}+A_{5,6}$, $B_{7,8}=B_{1,2}+B_{3}+B_{5}$, ktorý môžeme zostrojiť pomocou nomogramov s priesvitkou o dvoch stupňoch voľnosti. (Slovak) [On the possibility of transforming a system of two equations in eight variables into the form $A_{7,8}=A_{1,2}+A_{3,4}+A_{5,6}$, $B_{7,8}=B_{1,2}+B_{3}+B_{5}$ with the aid of nomograms with a transparency of two degrees of freedom]. Aplikace matematiky, vol. 12 (1967), issue 2, pp. 136-142
- : O možnosti úpravy sústavy dvoch rovníc o siedmich premenných na tvar $A_{6,7}=A_{1,2}+A_{3,4}+A_{3,5}$, $B_{6,7}=B_{1,2}$, ktorý môžeme zostrojiť pomocou nomogramov s priesvitkou o dvoch stupňoch voľnosti. (Slovak) [About the possibility of transformation of a system of two equations with seven variables into the form $A_{6,7}=A_{1,2}+A_{3,4}+A_{3,5}$, $B_{6,7}=B_{1,2}$ which can be constructed by help of nomogram with a transparent with two degrees of freedom]. Aplikace matematiky, vol. 11 (1966), issue 5, pp. 410-416
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