Obtaining the Local Extremum in the Problem of Covering the Fields by the Circles of Variable Radius

Author:

Komyak V.V., ,Komyak V.M.,Pankratov A.V.,Prikhodko A.Yu., , ,

Publisher

National Academy of Sciences of Ukraine (Co. LTD Ukrinformnauka)

Subject

Control and Systems Engineering

Reference14 articles.

1. 1. Stoyan, Yu.G., 1983. Osnovnaya zadacha geometricheskogo proyektirovaniya. Kharkov, 36 p. In-t problem mashinostroyeniya AN USSR (In Russian).

2. 2. Yakovlev, C.V., Gil', N.I., Komyak V.M. et al., 1995. Elementy teorii geometricheskogo proyektirovaniya.K.: Nauk. dumka, 241 p. (In Russian).

3. 3. Stoyan, Yu.G., Yakovlev, S.V., 1986. Matematicheskiye modeli i optimizatsionnyye metody geometricheskogo proyektirovaniya. K.: Nauk. dumka, 265 p. (In Russian).

4. 4. Romanova, T.Ye., Pankratov, A.V., Patsuk V.N. et. al., 2005. "Metod pokrytiya pryamougol'nika kongruentnymi krugami s uchotom dopolnitel'nykh ogranicheniy". Radioelektronika i informatika, 1, pp. 48–51. (In Russian).

5. 5. Antoshkin, A.A., Pankratov, A.V., Patsuk, V.N. et. al., 2001. "Zadacha pokrytiya pryamougol'noy oblasti krugami zadannogo radiusa". Radioelektronika i informatika, 3, pp. 38–41. (In Russian).

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