The 19 references with contexts in paper P. Klyucharev G., П. Ключарёв Г. (2016) “Об устойчивости обобщенных клеточных автоматов к некоторым типам коллизий // On Collision Resistance of Generalized Cellular Automata” / spz:neicon:technomag:y:2014:i:9:p:194-202

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Kliucharev P.G. Block ciphers based on generalized cellular automata.Nauka i obrazovanie MGTU im. N.E. Baumana = Science and Education of the Bauman MSTU, 2012, no. 12, pp. 361{374. DOI:10.7463/0113.0517543(in Russian).
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    Œ‰Ì‡ÍÓ ‚ Ò‚ÂÚ ËÌÚÂÌÒËÙË͇ˆËË ‡Á‚ËÚˡ Ú‡Í Ì‡Á ̊‚‡ÂÏÓÈ Î„ÍÓ‚ÂÒÌÓÈ (lightweight) ÍËÔÚÓ„‡ÙËË [15,18], ÏÌÓ„Ë ËÁ ÌËı Ì ۉӂÎÂÚ‚Óˇ ̨Ú ÒÓ‚ÂÏÂÌÌ ̊Ï Ú·ӂ‡ÌËˇÏ ‚ ̃‡ÒÚË ÔÓËÁ‚Ó‰ËÚÂÎ ̧ÌÓÒÚË Ë ̋ÙÙÂÍÚË‚ÌÓÒÚË. ›ÚÓ ÔË‚Ó‰ËÚ Í ÌÂÓ·ıÓ‰ËÏÓÒÚË ‡Á‡·ÓÚÍË ÌÓ‚ ̊ı ÍËÔÚӇ΄ÓËÚÏÓ‚. ¬ ‡·ÓÚ‡ı
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    Ë ˇ‰Â ‰Û„Ëı, ‡‚ÚÓÓÏ · ̊ÎË ‡Á‡·ÓÚ‡Ì ̊ ÔË̈ËÔ ̊ ÔÓÒÚÓÂÌˡ ÒËÏÏÂÚË ̃Ì ̊ı ÍËÔÚӇ΄ÓËÚÏÓ‚ ̇ ÓÒÌÓ‚Â Ó·Ó· ̆ÂÌÌ ̊ı ÍÎÂÚÓ ̃Ì ̊ı ‡‚ÚÓχÚÓ‚. ›ÚË ÍËÔÚӇ΄ÓËÚÏ ̊ ËÏ ̨Ú Ó ̃ÂÌ ̧ ‚ ̊ÒÓÍÛ ̨ ÔÓËÁ‚Ó‰ËÚÂÎ ̧ÌÓÒÚ ̧ ÔË ‡ÔÔ‡‡ÚÌÓÈ ‡ÎËÁ‡ˆËË. ƒ‡Ì̇ˇ ‡·ÓÚ‡ ÔÓ‰ÓÎʇÂÚ ̋ÚÓ Ì‡Ô‡‚ÎÂÌË ËÒÒΉӂ‡ÌËÈ.

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Kliucharev P.G. On cryptographic properties of generalized cellular automation.Nauka i obrazovanie MGTU im. N.E. Baumana = Science and Education of the Bauman MSTU, 2012, no. 3. Available at:http://technomag.bmstu.ru/doc/358973.html, accessed 01.08.2014. (in Russian).
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    ÓÏ ÚÓ„Ó, ‚‡ÊÌ ̊Ï ˇ‚ΡÂÚÒˇ Ô‡‚ËÎ ̧Ì ̊È ‚ ̊·Ó ÎÓ͇Π̧ÌÓÈ ÙÛÌ͈ËË Ò‚ˇÁË Ó·Ó· ̆ÂÌÌÓ„Ó ÍÎÂÚÓ ̃ÌÓ„Ó ‡‚ÚÓχڇ, Ú·ӂ‡Ìˡ Í ÍÓÚÓÓÈ ÒÙÓÏÛÎËÓ‚‡Ì ̊ ‡‚ÚÓÓÏ ‚ ‡·ÓÚ [3]. —ÂÏÂÈÒÚ‚Ó ÙÛÌ͈ËÈ, Û‰Ó‚ÎÂÚ‚Óˇ ̨ ̆Ëı ̋ÚËÏ Ú·ӂ‡ÌËˇÏ ÔÓÒÚÓÂÌÓ ‡‚ÚÓÓÏ ‚ ‡·ÓÚÂ
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    . ¬ ̇ÒÚÓˇ ̆ÂÈ ÒÚ‡Ú ̧Â Ï ̊ ÔÓÎÛ ̃ËÏ ÌÓ‚ ̊ Ú·ӂ‡Ìˡ Í Ú‡ÍËÏ ÙÛÌÍˆËˇÏ (Ò‡ÁÛ Á‡ÏÂÚËÏ, ̃ÚÓ ÒÂÏÂÈÒÚ‚Ó ÙÛÌ͈ËÈ ËÁ ‡·ÓÚ ̊ [2] Û‰Ó‚ÎÂÚ‚ÓˇÂÚ Ë ËÏ). 2. ÓÎÎËÁËË ‚ Ó·Ó· ̆ÂÌÌ ̊ı ÍÎÂÚÓ ̃Ì ̊ı ‡‚ÚÓχڇı ¬ ̊ıÓ‰ÌÓÈ ÔÓÒΉӂ‡ÚÂÎ ̧ÌÓÒÚ ̧ ̨ ÍÎÂÚÓ ̃ÌÓ„Ó ‡‚ÚÓχڇȦÁÓ‚ÂÏ ÙÛÌÍˆË ̨FA:Bn×N→ →Bn, ‡„ÛÏÂÌÚ‡ÏË ÍÓÚÓÓÈ ˇ‚ΡÂÚÒˇ ̇ ̃‡Î ̧ÌÓ Á‡ÔÓÎÌÂÌËÂ Ë ÌÓÏÂ ̄‡„‡, ‡ Á̇ ̃ÂÌËÂÏ | Á‡ÔÓÎÌÂÌË ̇ ̋ÚÓÏ ̄‡„Â.

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    —ÂÏÂÈÒÚ‚Ó ÙÛÌ͈ËÈ, Û‰Ó‚ÎÂÚ‚Óˇ ̨ ̆Ëı ̋ÚËÏ Ú·ӂ‡ÌËˇÏ ÔÓÒÚÓÂÌÓ ‡‚ÚÓÓÏ ‚ ‡·ÓÚ [2]. ¬ ̇ÒÚÓˇ ̆ÂÈ ÒÚ‡Ú ̧Â Ï ̊ ÔÓÎÛ ̃ËÏ ÌÓ‚ ̊ Ú·ӂ‡Ìˡ Í Ú‡ÍËÏ ÙÛÌÍˆËˇÏ (Ò‡ÁÛ Á‡ÏÂÚËÏ, ̃ÚÓ ÒÂÏÂÈÒÚ‚Ó ÙÛÌ͈ËÈ ËÁ ‡·ÓÚ ̊
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    Û‰Ó‚ÎÂÚ‚ÓˇÂÚ Ë ËÏ). 2. ÓÎÎËÁËË ‚ Ó·Ó· ̆ÂÌÌ ̊ı ÍÎÂÚÓ ̃Ì ̊ı ‡‚ÚÓχڇı ¬ ̊ıÓ‰ÌÓÈ ÔÓÒΉӂ‡ÚÂÎ ̧ÌÓÒÚ ̧ ̨ ÍÎÂÚÓ ̃ÌÓ„Ó ‡‚ÚÓχڇȦÁÓ‚ÂÏ ÙÛÌÍˆË ̨FA:Bn×N→ →Bn, ‡„ÛÏÂÌÚ‡ÏË ÍÓÚÓÓÈ ˇ‚ΡÂÚÒˇ ̇ ̃‡Î ̧ÌÓ Á‡ÔÓÎÌÂÌËÂ Ë ÌÓÏÂ ̄‡„‡, ‡ Á̇ ̃ÂÌËÂÏ | Á‡ÔÓÎÌÂÌË ̇ ̋ÚÓÏ ̄‡„Â.

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Kliucharev P.G. Construction of pseudo-random functions based on generalized cellular automata.Nauka i obrazovanie MGTU im. N.E. Baumana = Science and Education of the Bauman MSTU, 2012, no. 10, pp. 263{274. DOI:10.7463/1112.0496381(in Russian).
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    «‰ÂÒ ̧ Ï ̊ ·Û‰ÂÏ ËÒÔÓÎ ̧ÁÓ‚‡Ú ̧ ÎË ̄ ̧ ÌÂÓËÂÌÚËÓ‚‡ÌÌ ̊ ӉÌÓÓ‰Ì ̊ ӷӷ ̆ÂÌÌ ̊ ÍÎÂÚÓ ̃Ì ̊ ‡‚ÚÓÏ‡Ú ̊, ‰Îˇ Í‡ÚÍÓÒÚË Ì‡Á ̊‚‡ˇ Ëı ÔÓÒÚÓ Ó·Ó· ̆ÂÌÌ ̊ÏË ÍÎÂÚÓ ̃Ì ̊ÏË ‡‚ÚÓχڇÏË. ƒÎˇ ÍËÔÚÓÒÚÓÈÍÓÒÚË ̄ËÙÓ‚ ·ÓÎ ̧ ̄Ó Á̇ ̃ÂÌË ËÏÂÂÚ ‚ ̊·Ó „‡Ù‡ Ó·Ó· ̆ÂÌÌÓ„Ó ÍÎÂÚÓ ̃ÌÓ„Ó ‡‚ÚÓχڇ. —ӄ·ÒÌÓ ‡·ÓÚÂ
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    , ıÓÓ ̄ËÏ ‚ ̊·ÓÓÏ ˇ‚Ρ ̨ÚÒˇ „‡Ù ̊ –‡Ï‡Ìۉʇ̇ [8,10,12]. ÓÏ ÚÓ„Ó, ‚‡ÊÌ ̊Ï ˇ‚ΡÂÚÒˇ Ô‡‚ËÎ ̧Ì ̊È ‚ ̊·Ó ÎÓ͇Π̧ÌÓÈ ÙÛÌ͈ËË Ò‚ˇÁË Ó·Ó· ̆ÂÌÌÓ„Ó ÍÎÂÚÓ ̃ÌÓ„Ó ‡‚ÚÓχڇ, Ú·ӂ‡Ìˡ Í ÍÓÚÓÓÈ ÒÙÓÏÛÎËÓ‚‡Ì ̊ ‡‚ÚÓÓÏ ‚ ‡·ÓÚ [3].

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    —ӄ·ÒÌÓ ‡·ÓÚ [3], ıÓÓ ̄ËÏ ‚ ̊·ÓÓÏ ˇ‚Ρ ̨ÚÒˇ „‡Ù ̊ –‡Ï‡Ìۉʇ̇ [8,10,12]. ÓÏ ÚÓ„Ó, ‚‡ÊÌ ̊Ï ˇ‚ΡÂÚÒˇ Ô‡‚ËÎ ̧Ì ̊È ‚ ̊·Ó ÎÓ͇Π̧ÌÓÈ ÙÛÌ͈ËË Ò‚ˇÁË Ó·Ó· ̆ÂÌÌÓ„Ó ÍÎÂÚÓ ̃ÌÓ„Ó ‡‚ÚÓχڇ, Ú·ӂ‡Ìˡ Í ÍÓÚÓÓÈ ÒÙÓÏÛÎËÓ‚‡Ì ̊ ‡‚ÚÓÓÏ ‚ ‡·ÓÚÂ
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    . —ÂÏÂÈÒÚ‚Ó ÙÛÌ͈ËÈ, Û‰Ó‚ÎÂÚ‚Óˇ ̨ ̆Ëı ̋ÚËÏ Ú·ӂ‡ÌËˇÏ ÔÓÒÚÓÂÌÓ ‡‚ÚÓÓÏ ‚ ‡·ÓÚ [2]. ¬ ̇ÒÚÓˇ ̆ÂÈ ÒÚ‡Ú ̧Â Ï ̊ ÔÓÎÛ ̃ËÏ ÌÓ‚ ̊ Ú·ӂ‡Ìˡ Í Ú‡ÍËÏ ÙÛÌÍˆËˇÏ (Ò‡ÁÛ Á‡ÏÂÚËÏ, ̃ÚÓ ÒÂÏÂÈÒÚ‚Ó ÙÛÌ͈ËÈ ËÁ ‡·ÓÚ ̊ [2] Û‰Ó‚ÎÂÚ‚ÓˇÂÚ Ë ËÏ). 2.

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Kliucharev P.G. Cryptographic hash functions based on generalized cellular automata.Nauka i obrazovanie MGTU im. N.E. Baumana = Science and Education of the Bauman MSTU, 2013, no. 1, pp. 161{172. DOI:10.7463/0113.0534640(in Russian).
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    Œ‰Ì‡ÍÓ ‚ Ò‚ÂÚ ËÌÚÂÌÒËÙË͇ˆËË ‡Á‚ËÚˡ Ú‡Í Ì‡Á ̊‚‡ÂÏÓÈ Î„ÍÓ‚ÂÒÌÓÈ (lightweight) ÍËÔÚÓ„‡ÙËË [15,18], ÏÌÓ„Ë ËÁ ÌËı Ì ۉӂÎÂÚ‚Óˇ ̨Ú ÒÓ‚ÂÏÂÌÌ ̊Ï Ú·ӂ‡ÌËˇÏ ‚ ̃‡ÒÚË ÔÓËÁ‚Ó‰ËÚÂÎ ̧ÌÓÒÚË Ë ̋ÙÙÂÍÚË‚ÌÓÒÚË. ›ÚÓ ÔË‚Ó‰ËÚ Í ÌÂÓ·ıÓ‰ËÏÓÒÚË ‡Á‡·ÓÚÍË ÌÓ‚ ̊ı ÍËÔÚӇ΄ÓËÚÏÓ‚. ¬ ‡·ÓÚ‡ı
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    Ë ˇ‰Â ‰Û„Ëı, ‡‚ÚÓÓÏ · ̊ÎË ‡Á‡·ÓÚ‡Ì ̊ ÔË̈ËÔ ̊ ÔÓÒÚÓÂÌˡ ÒËÏÏÂÚË ̃Ì ̊ı ÍËÔÚӇ΄ÓËÚÏÓ‚ ̇ ÓÒÌÓ‚Â Ó·Ó· ̆ÂÌÌ ̊ı ÍÎÂÚÓ ̃Ì ̊ı ‡‚ÚÓχÚÓ‚. ›ÚË ÍËÔÚӇ΄ÓËÚÏ ̊ ËÏ ̨Ú Ó ̃ÂÌ ̧ ‚ ̊ÒÓÍÛ ̨ ÔÓËÁ‚Ó‰ËÚÂÎ ̧ÌÓÒÚ ̧ ÔË ‡ÔÔ‡‡ÚÌÓÈ ‡ÎËÁ‡ˆËË. ƒ‡Ì̇ˇ ‡·ÓÚ‡ ÔÓ‰ÓÎʇÂÚ ̋ÚÓ Ì‡Ô‡‚ÎÂÌË ËÒÒΉӂ‡ÌËÈ.

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Panasenko S.P.Algoritmy shifrovaniia. Spetsial'nyi spravochnik[Reference book of encryption algorithms]. St. Petersburg, BKhV-Peterburg Publ., 2009. 576 p. (in Russian).
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    ÚÂıÌÓÎÓ„ËË, ‡ÍÚË‚ÌÓ ‡Á‚Ë‚‡ˇÒ ̧, Ô‰ ̇ˇ‚Ρ ̨Ú ‚Ò ÌÓ‚ ̊ Ú·ӂ‡Ìˡ Í‡Í Í ÛÓ‚Ì ̨ Á‡ ̆Ë ̆ÂÌÌÓÒÚË Í‡Ì‡ÎÓ‚ Ò‚ˇÁË, Ú‡Í Ë Í Ëı ÔÓÔÛÒÍÌÓÈ ÒÔÓÒÓ·ÌÓÒÚË. ¬ ̋ÚÓÈ Ò‚ˇÁË ‡ÍÚË‚ÌÓ ‡Á‚Ë‚‡ ̨ÚÒˇ ÍËÔÚÓ„‡ÙË ̃ÂÒÍË ÏÂÚÓ‰ ̊. ËÔÚÓ„‡ÙËË ÔÓÒ‚ˇ ̆ÂÌÓ Ó ̃ÂÌ ̧ ·ÓÎ ̧ ̄Ó ÍÓÎË ̃ÂÒÚ‚Ó ËÒÚÓ ̃ÌËÍÓ‚, ‚ ̃‡ÒÚÌÓÒÚË, [7,9,13,14], ÒÛ ̆ÂÒÚ‚ÛÂÚ ·ÓÎ ̧ ̄Ó ÍÓÎË ̃ÂÒÚ‚Ó ‡ÁÎË ̃Ì ̊ı ÍËÔÚӇ΄ÓËÚÏÓ‚ (ıÓÓ ̄ËÈ Ó·ÁÓ ÏÓÊÌÓ Ì‡ÈÚË ‚
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    ). Œ‰Ì‡ÍÓ ‚ Ò‚ÂÚ ËÌÚÂÌÒËÙË͇ˆËË ‡Á‚ËÚˡ Ú‡Í Ì‡Á ̊‚‡ÂÏÓÈ Î„ÍÓ‚ÂÒÌÓÈ (lightweight) ÍËÔÚÓ„‡ÙËË [15,18], ÏÌÓ„Ë ËÁ ÌËı Ì ۉӂÎÂÚ‚Óˇ ̨Ú ÒÓ‚ÂÏÂÌÌ ̊Ï Ú·ӂ‡ÌËˇÏ ‚ ̃‡ÒÚË ÔÓËÁ‚Ó‰ËÚÂÎ ̧ÌÓÒÚË Ë ̋ÙÙÂÍÚË‚ÌÓÒÚË.

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Chichvarin N.V. The Choice of Methods of Protection Design Documents from Unauthorized Access.Informatsionnye tekhnologii, 2014, no. 5, pp. 41{48. (in Russian).
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    Œ Ô‡ÍÚË ̃ÂÒÍÓÏ ÔËÏÂÌÂÌËË ËÔÚÓ„‡ÙË ̃ÂÒÍË ‡Î„ÓËÚÏ ̊, ÓÒÌÓ‚‡ÌÌ ̊ ̇ ÍÎÂÚÓ ̃Ì ̊ı ‡‚ÚÓχڇı, ÏÓ„ÛÚ Ì‡ÈÚË ̄ËÓÍÓ ÔËÏÂÌÂÌË ‚ ‡ÁÎË ̃Ì ̊ı ӷ·ÒÚˇı, „‰Â Ú·ÛÂÚÒˇ Í‡Í Î„ÍÓ‚ÂÒÌÓ ̄ËÙÓ‚‡ÌË (‚ ÚÓÏ ̃ËÒÎÂ, ‰Îˇ Ò‚ˇÁË Ò ·ÂÒÔËÎÓÚÌ ̊ÏË ÎÂÚ‡ÚÂÎ ̧Ì ̊ÏË ‡ÔÔ‡‡Ú‡ÏË), Ú‡Í Ë Ó· ̊ ̃ÌÓ ̄ËÙÓ‚‡ÌË (̇ÔËÏÂ, ‰Îˇ Á‡ ̆ËÚ ̊ ̋ÎÂÍÚÓÌÌ ̊ı ‰ÓÍÛÏÂÌÚÓ‚, ‚ —¿œ–
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    ) Ë Ú.‰. «‡ÍÎ ̨ ̃ÂÌË ¬ ÒÚ‡Ú ̧ ‡Á‚ËÚ‡ ÚÂÓˡ Ó·Ó· ̆ÂÌÌ ̊ı ÍÎÂÚÓ ̃Ì ̊ı ‡‚ÚÓχÚÓ‚, Ò‚Ó·Ó‰Ì ̊ı ÓÚ Ó‰ÌÓ ̄‡„Ó‚ ̊ı ÍÓÎÎËÁËÈ ‚ÂÒ‡ 1, ÍÓÚÓ ̊Â Ó ̃ÂÌ ̧ ‚‡ÊÌ ̊ ‰Îˇ ÍËÔÚÓ„‡ÙË ̃ÂÒÍËı ÔËÏÂÌÂÌËÈ. –‡Á‡·ÓÚ‡Ì ÏÂÚÓ‰ ÔÓÒÚÓÂÌˡ Ú‡ÍËı ‡‚ÚÓχÚÓ‚, ‡·ÓÚ‡ ̨ ̆ËÈ Á‡ ÔÓÎËÌÓÏˇΠ̧ÌÓ ‚ÂÏˇ.

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Buchmann J.Introduction to Cryptography. Springer New York, 2004. 338 p. (Ser.Undergraduate Texts in Mathematics). DOI:10.1007/978-1-4419-9003-7
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    ¬‚‰ÂÌË —Ó‚ÂÏÂÌÌ ̊ ËÌÙÓχˆËÓÌÌ ̊ ÚÂıÌÓÎÓ„ËË, ‡ÍÚË‚ÌÓ ‡Á‚Ë‚‡ˇÒ ̧, Ô‰ ̇ˇ‚Ρ ̨Ú ‚Ò ÌÓ‚ ̊ Ú·ӂ‡Ìˡ Í‡Í Í ÛÓ‚Ì ̨ Á‡ ̆Ë ̆ÂÌÌÓÒÚË Í‡Ì‡ÎÓ‚ Ò‚ˇÁË, Ú‡Í Ë Í Ëı ÔÓÔÛÒÍÌÓÈ ÒÔÓÒÓ·ÌÓÒÚË. ¬ ̋ÚÓÈ Ò‚ˇÁË ‡ÍÚË‚ÌÓ ‡Á‚Ë‚‡ ̨ÚÒˇ ÍËÔÚÓ„‡ÙË ̃ÂÒÍË ÏÂÚÓ‰ ̊. ËÔÚÓ„‡ÙËË ÔÓÒ‚ˇ ̆ÂÌÓ Ó ̃ÂÌ ̧ ·ÓÎ ̧ ̄Ó ÍÓÎË ̃ÂÒÚ‚Ó ËÒÚÓ ̃ÌËÍÓ‚, ‚ ̃‡ÒÚÌÓÒÚË,
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    , ÒÛ ̆ÂÒÚ‚ÛÂÚ ·ÓÎ ̧ ̄Ó ÍÓÎË ̃ÂÒÚ‚Ó ‡ÁÎË ̃Ì ̊ı ÍËÔÚӇ΄ÓËÚÏÓ‚ (ıÓÓ ̄ËÈ Ó·ÁÓ ÏÓÊÌÓ Ì‡ÈÚË ‚ [5]). Œ‰Ì‡ÍÓ ‚ Ò‚ÂÚ ËÌÚÂÌÒËÙË͇ˆËË ‡Á‚ËÚˡ Ú‡Í Ì‡Á ̊‚‡ÂÏÓÈ Î„ÍÓ‚ÂÒÌÓÈ (lightweight) ÍËÔÚÓ„‡ÙËË [15,18], ÏÌÓ„Ë ËÁ ÌËı Ì ۉӂÎÂÚ‚Óˇ ̨Ú ÒÓ‚ÂÏÂÌÌ ̊Ï Ú·ӂ‡ÌËˇÏ ‚ ̃‡ÒÚË ÔÓËÁ‚Ó‰ËÚÂÎ ̧ÌÓÒÚË Ë ̋ÙÙÂÍÚË‚ÌÓÒÚË.

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Davidoff G., Sarnak P., Valette A.Elementary number theory, group theory and Ramanujan graphs. Cambridge, Cambridge University Press, 2003. 154 p. (London Mathematical Society Student Texts; vol. 55).
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    «‰ÂÒ ̧ Ï ̊ ·Û‰ÂÏ ËÒÔÓÎ ̧ÁÓ‚‡Ú ̧ ÎË ̄ ̧ ÌÂÓËÂÌÚËÓ‚‡ÌÌ ̊ ӉÌÓÓ‰Ì ̊ ӷӷ ̆ÂÌÌ ̊ ÍÎÂÚÓ ̃Ì ̊ ‡‚ÚÓÏ‡Ú ̊, ‰Îˇ Í‡ÚÍÓÒÚË Ì‡Á ̊‚‡ˇ Ëı ÔÓÒÚÓ Ó·Ó· ̆ÂÌÌ ̊ÏË ÍÎÂÚÓ ̃Ì ̊ÏË ‡‚ÚÓχڇÏË. ƒÎˇ ÍËÔÚÓÒÚÓÈÍÓÒÚË ̄ËÙÓ‚ ·ÓÎ ̧ ̄Ó Á̇ ̃ÂÌË ËÏÂÂÚ ‚ ̊·Ó „‡Ù‡ Ó·Ó· ̆ÂÌÌÓ„Ó ÍÎÂÚÓ ̃ÌÓ„Ó ‡‚ÚÓχڇ. —ӄ·ÒÌÓ ‡·ÓÚ [3], ıÓÓ ̄ËÏ ‚ ̊·ÓÓÏ ˇ‚Ρ ̨ÚÒˇ „‡Ù ̊ –‡Ï‡Ìۉʇ̇
    Exact
    [8,10,12]
    Suffix
    . ÓÏ ÚÓ„Ó, ‚‡ÊÌ ̊Ï ˇ‚ΡÂÚÒˇ Ô‡‚ËÎ ̧Ì ̊È ‚ ̊·Ó ÎÓ͇Π̧ÌÓÈ ÙÛÌ͈ËË Ò‚ˇÁË Ó·Ó· ̆ÂÌÌÓ„Ó ÍÎÂÚÓ ̃ÌÓ„Ó ‡‚ÚÓχڇ, Ú·ӂ‡Ìˡ Í ÍÓÚÓÓÈ ÒÙÓÏÛÎËÓ‚‡Ì ̊ ‡‚ÚÓÓÏ ‚ ‡·ÓÚ [3]. —ÂÏÂÈÒÚ‚Ó ÙÛÌ͈ËÈ, Û‰Ó‚ÎÂÚ‚Óˇ ̨ ̆Ëı ̋ÚËÏ Ú·ӂ‡ÌËˇÏ ÔÓÒÚÓÂÌÓ ‡‚ÚÓÓÏ ‚ ‡·ÓÚ [2].

9
Hoffstein J., Pipher J., Silverman J.An Introduction to Mathematical Cryptography. Springer New York, 2008. (Ser.Undergraduate Texts in Mathematics). DOI:10.1007/ 978-0-387-77993-5
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    ¬‚‰ÂÌË —Ó‚ÂÏÂÌÌ ̊ ËÌÙÓχˆËÓÌÌ ̊ ÚÂıÌÓÎÓ„ËË, ‡ÍÚË‚ÌÓ ‡Á‚Ë‚‡ˇÒ ̧, Ô‰ ̇ˇ‚Ρ ̨Ú ‚Ò ÌÓ‚ ̊ Ú·ӂ‡Ìˡ Í‡Í Í ÛÓ‚Ì ̨ Á‡ ̆Ë ̆ÂÌÌÓÒÚË Í‡Ì‡ÎÓ‚ Ò‚ˇÁË, Ú‡Í Ë Í Ëı ÔÓÔÛÒÍÌÓÈ ÒÔÓÒÓ·ÌÓÒÚË. ¬ ̋ÚÓÈ Ò‚ˇÁË ‡ÍÚË‚ÌÓ ‡Á‚Ë‚‡ ̨ÚÒˇ ÍËÔÚÓ„‡ÙË ̃ÂÒÍË ÏÂÚÓ‰ ̊. ËÔÚÓ„‡ÙËË ÔÓÒ‚ˇ ̆ÂÌÓ Ó ̃ÂÌ ̧ ·ÓÎ ̧ ̄Ó ÍÓÎË ̃ÂÒÚ‚Ó ËÒÚÓ ̃ÌËÍÓ‚, ‚ ̃‡ÒÚÌÓÒÚË,
    Exact
    [7,9,13,14]
    Suffix
    , ÒÛ ̆ÂÒÚ‚ÛÂÚ ·ÓÎ ̧ ̄Ó ÍÓÎË ̃ÂÒÚ‚Ó ‡ÁÎË ̃Ì ̊ı ÍËÔÚӇ΄ÓËÚÏÓ‚ (ıÓÓ ̄ËÈ Ó·ÁÓ ÏÓÊÌÓ Ì‡ÈÚË ‚ [5]). Œ‰Ì‡ÍÓ ‚ Ò‚ÂÚ ËÌÚÂÌÒËÙË͇ˆËË ‡Á‚ËÚˡ Ú‡Í Ì‡Á ̊‚‡ÂÏÓÈ Î„ÍÓ‚ÂÒÌÓÈ (lightweight) ÍËÔÚÓ„‡ÙËË [15,18], ÏÌÓ„Ë ËÁ ÌËı Ì ۉӂÎÂÚ‚Óˇ ̨Ú ÒÓ‚ÂÏÂÌÌ ̊Ï Ú·ӂ‡ÌËˇÏ ‚ ̃‡ÒÚË ÔÓËÁ‚Ó‰ËÚÂÎ ̧ÌÓÒÚË Ë ̋ÙÙÂÍÚË‚ÌÓÒÚË.

10
Hoory S., Linial N., Wigderson A. Expander graphs and their applications.Bulletin of the American Mathematical Society, 2006, vol. 43, no. 4, pp. 439{562.
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    «‰ÂÒ ̧ Ï ̊ ·Û‰ÂÏ ËÒÔÓÎ ̧ÁÓ‚‡Ú ̧ ÎË ̄ ̧ ÌÂÓËÂÌÚËÓ‚‡ÌÌ ̊ ӉÌÓÓ‰Ì ̊ ӷӷ ̆ÂÌÌ ̊ ÍÎÂÚÓ ̃Ì ̊ ‡‚ÚÓÏ‡Ú ̊, ‰Îˇ Í‡ÚÍÓÒÚË Ì‡Á ̊‚‡ˇ Ëı ÔÓÒÚÓ Ó·Ó· ̆ÂÌÌ ̊ÏË ÍÎÂÚÓ ̃Ì ̊ÏË ‡‚ÚÓχڇÏË. ƒÎˇ ÍËÔÚÓÒÚÓÈÍÓÒÚË ̄ËÙÓ‚ ·ÓÎ ̧ ̄Ó Á̇ ̃ÂÌË ËÏÂÂÚ ‚ ̊·Ó „‡Ù‡ Ó·Ó· ̆ÂÌÌÓ„Ó ÍÎÂÚÓ ̃ÌÓ„Ó ‡‚ÚÓχڇ. —ӄ·ÒÌÓ ‡·ÓÚ [3], ıÓÓ ̄ËÏ ‚ ̊·ÓÓÏ ˇ‚Ρ ̨ÚÒˇ „‡Ù ̊ –‡Ï‡Ìۉʇ̇
    Exact
    [8,10,12]
    Suffix
    . ÓÏ ÚÓ„Ó, ‚‡ÊÌ ̊Ï ˇ‚ΡÂÚÒˇ Ô‡‚ËÎ ̧Ì ̊È ‚ ̊·Ó ÎÓ͇Π̧ÌÓÈ ÙÛÌ͈ËË Ò‚ˇÁË Ó·Ó· ̆ÂÌÌÓ„Ó ÍÎÂÚÓ ̃ÌÓ„Ó ‡‚ÚÓχڇ, Ú·ӂ‡Ìˡ Í ÍÓÚÓÓÈ ÒÙÓÏÛÎËÓ‚‡Ì ̊ ‡‚ÚÓÓÏ ‚ ‡·ÓÚ [3]. —ÂÏÂÈÒÚ‚Ó ÙÛÌ͈ËÈ, Û‰Ó‚ÎÂÚ‚Óˇ ̨ ̆Ëı ̋ÚËÏ Ú·ӂ‡ÌËˇÏ ÔÓÒÚÓÂÌÓ ‡‚ÚÓÓÏ ‚ ‡·ÓÚ [2].

11
Hopcroft J.E., Karp R.M. An n^5/2 algorithm for maximum matchings in bipartite graphs. SIAM Journal on Computing, 1973, vol. 2, no. 4, pp. 225{231.
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  1. In-text reference with the coordinate start=10635
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    ÃÌÓÊÂÒÚ‚Ó ·ÂE1ÔÓÒÚÓËÏ ÒÎÂ‰Û ̨ ̆ËÏ Ó·‡ÁÓÏ: ·Ó(vi, uj)∈E1ÚÓ„‰‡ Ë ÚÓÎ ̧ÍÓ ÚÓ„‰‡, ÍÓ„‰‡(vi, vj)∈E “ÂÔÂ ̧ ÓÒÚ‡ÂÚÒˇ ̇ÈÚË ‚ „‡ÙÂG1χÍÒËχΠ̧ÌÓ ԇÓÒÓ ̃ÂÚ‡ÌËÂ. ƒÎˇ ÔÓËÒ͇ χÍÒËχΠ̧ÌÓ„Ó Ô‡ÓÒÓ ̃ÂÚ‡Ìˡ ‚ ‰‚Û‰ÓÎ ̧ÌÓÏ „‡Ù ÒÛ ̆ÂÒÚ‚ÛÂÚ ˇ‰ ‡Î„ÓËÚÏÓ‚, ̇˷ÓΠۉ‡ ̃Ì ̊Ï ËÁ ÍÓÚÓ ̊ı Ò ̃ËÚ‡ÂÚÒˇ ‡Î„ÓËÚÏ ’ÓÔÍÓÙÚ‡ | ‡Ô‡
    Exact
    [11]
    Suffix
    , ËÏ ̨ ̆ËÈ ÒÎÓÊÌÓÒÚ ̧O(|E| √ |V|). œÓÎÛ ̃ÂÌÌÓÏÛ Ô‡ÓÒÓ ̃ÂÚ‡ÌË ̨ Ë ÒÓÓÚ‚ÂÚÒÚ‚ÛÂÚ ËÒÍÓÏ ̊È 2-Ù‡ÍÚÓ. Շȉˇ ÔÓÒ‰ÒÚ‚ÓÏ ‚ ̊ ̄ÂÔ˂‰ÂÌÌÓ„Ó ÏÂÚÓ‰‡ ÔÓËÁ‚ÓÎ ̧Ì ̊È 2-Ù‡ÍÚÓ, ÒΉÛÂÚ ‰Îˇ ͇ʉÓÈ Â„Ó Ò‚ˇÁÌÓÈ ÍÓÏÔÓÌÂÌÚ ̊, ˇ‚Ρ ̨ ̆ÂÈÒˇ ˆËÍÎÓÏ ‚ˉ‡v1, e1, v2, e2, . . . , vm, em, v1, ÒÓÔÓÒÚ‡‚ËÚ ̧ ͇ʉÓÏÛ ·Û ÌÓÏÂk, ÓÚÌÓÒËÚÂÎ ̧ÌÓ ÒÎÂ‰Û ̨ ̆ÂÈ ‚ ˆËÍΠ‚Â ̄ËÌ ̊, „‰Âk| ÌÓÏÂ ÔÂÂÏÂÌÌÓÈ, ÓÚ ÍÓÚÓÓÈ ÎËÌÂÈ̇ˇ ÙÛÌ

12
Lubotzky A., Phillips R., Sarnak P. Ramanujan graphs.Combinatorica, 1988, vol. 8, no. 3, pp. 261{277. DOI:10.1007/BF02126799
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    «‰ÂÒ ̧ Ï ̊ ·Û‰ÂÏ ËÒÔÓÎ ̧ÁÓ‚‡Ú ̧ ÎË ̄ ̧ ÌÂÓËÂÌÚËÓ‚‡ÌÌ ̊ ӉÌÓÓ‰Ì ̊ ӷӷ ̆ÂÌÌ ̊ ÍÎÂÚÓ ̃Ì ̊ ‡‚ÚÓÏ‡Ú ̊, ‰Îˇ Í‡ÚÍÓÒÚË Ì‡Á ̊‚‡ˇ Ëı ÔÓÒÚÓ Ó·Ó· ̆ÂÌÌ ̊ÏË ÍÎÂÚÓ ̃Ì ̊ÏË ‡‚ÚÓχڇÏË. ƒÎˇ ÍËÔÚÓÒÚÓÈÍÓÒÚË ̄ËÙÓ‚ ·ÓÎ ̧ ̄Ó Á̇ ̃ÂÌË ËÏÂÂÚ ‚ ̊·Ó „‡Ù‡ Ó·Ó· ̆ÂÌÌÓ„Ó ÍÎÂÚÓ ̃ÌÓ„Ó ‡‚ÚÓχڇ. —ӄ·ÒÌÓ ‡·ÓÚ [3], ıÓÓ ̄ËÏ ‚ ̊·ÓÓÏ ˇ‚Ρ ̨ÚÒˇ „‡Ù ̊ –‡Ï‡Ìۉʇ̇
    Exact
    [8,10,12]
    Suffix
    . ÓÏ ÚÓ„Ó, ‚‡ÊÌ ̊Ï ˇ‚ΡÂÚÒˇ Ô‡‚ËÎ ̧Ì ̊È ‚ ̊·Ó ÎÓ͇Π̧ÌÓÈ ÙÛÌ͈ËË Ò‚ˇÁË Ó·Ó· ̆ÂÌÌÓ„Ó ÍÎÂÚÓ ̃ÌÓ„Ó ‡‚ÚÓχڇ, Ú·ӂ‡Ìˡ Í ÍÓÚÓÓÈ ÒÙÓÏÛÎËÓ‚‡Ì ̊ ‡‚ÚÓÓÏ ‚ ‡·ÓÚ [3]. —ÂÏÂÈÒÚ‚Ó ÙÛÌ͈ËÈ, Û‰Ó‚ÎÂÚ‚Óˇ ̨ ̆Ëı ̋ÚËÏ Ú·ӂ‡ÌËˇÏ ÔÓÒÚÓÂÌÓ ‡‚ÚÓÓÏ ‚ ‡·ÓÚ [2].

13
Menezes A., van Oorschot P., Vanstone S.Handbook of Applied Cryptography. Taylor & Francis, 1996. 816 p.
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    ¬‚‰ÂÌË —Ó‚ÂÏÂÌÌ ̊ ËÌÙÓχˆËÓÌÌ ̊ ÚÂıÌÓÎÓ„ËË, ‡ÍÚË‚ÌÓ ‡Á‚Ë‚‡ˇÒ ̧, Ô‰ ̇ˇ‚Ρ ̨Ú ‚Ò ÌÓ‚ ̊ Ú·ӂ‡Ìˡ Í‡Í Í ÛÓ‚Ì ̨ Á‡ ̆Ë ̆ÂÌÌÓÒÚË Í‡Ì‡ÎÓ‚ Ò‚ˇÁË, Ú‡Í Ë Í Ëı ÔÓÔÛÒÍÌÓÈ ÒÔÓÒÓ·ÌÓÒÚË. ¬ ̋ÚÓÈ Ò‚ˇÁË ‡ÍÚË‚ÌÓ ‡Á‚Ë‚‡ ̨ÚÒˇ ÍËÔÚÓ„‡ÙË ̃ÂÒÍË ÏÂÚÓ‰ ̊. ËÔÚÓ„‡ÙËË ÔÓÒ‚ˇ ̆ÂÌÓ Ó ̃ÂÌ ̧ ·ÓÎ ̧ ̄Ó ÍÓÎË ̃ÂÒÚ‚Ó ËÒÚÓ ̃ÌËÍÓ‚, ‚ ̃‡ÒÚÌÓÒÚË,
    Exact
    [7,9,13,14]
    Suffix
    , ÒÛ ̆ÂÒÚ‚ÛÂÚ ·ÓÎ ̧ ̄Ó ÍÓÎË ̃ÂÒÚ‚Ó ‡ÁÎË ̃Ì ̊ı ÍËÔÚӇ΄ÓËÚÏÓ‚ (ıÓÓ ̄ËÈ Ó·ÁÓ ÏÓÊÌÓ Ì‡ÈÚË ‚ [5]). Œ‰Ì‡ÍÓ ‚ Ò‚ÂÚ ËÌÚÂÌÒËÙË͇ˆËË ‡Á‚ËÚˡ Ú‡Í Ì‡Á ̊‚‡ÂÏÓÈ Î„ÍÓ‚ÂÒÌÓÈ (lightweight) ÍËÔÚÓ„‡ÙËË [15,18], ÏÌÓ„Ë ËÁ ÌËı Ì ۉӂÎÂÚ‚Óˇ ̨Ú ÒÓ‚ÂÏÂÌÌ ̊Ï Ú·ӂ‡ÌËˇÏ ‚ ̃‡ÒÚË ÔÓËÁ‚Ó‰ËÚÂÎ ̧ÌÓÒÚË Ë ̋ÙÙÂÍÚË‚ÌÓÒÚË.

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Paar C., Pelzl J.Understanding Cryptography: A Textbook for Students and Practitioners. Springer Berlin Heidelberg, 2010. 372 p. DOI:10.1007/978-3-642-04101-3
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    ¬‚‰ÂÌË —Ó‚ÂÏÂÌÌ ̊ ËÌÙÓχˆËÓÌÌ ̊ ÚÂıÌÓÎÓ„ËË, ‡ÍÚË‚ÌÓ ‡Á‚Ë‚‡ˇÒ ̧, Ô‰ ̇ˇ‚Ρ ̨Ú ‚Ò ÌÓ‚ ̊ Ú·ӂ‡Ìˡ Í‡Í Í ÛÓ‚Ì ̨ Á‡ ̆Ë ̆ÂÌÌÓÒÚË Í‡Ì‡ÎÓ‚ Ò‚ˇÁË, Ú‡Í Ë Í Ëı ÔÓÔÛÒÍÌÓÈ ÒÔÓÒÓ·ÌÓÒÚË. ¬ ̋ÚÓÈ Ò‚ˇÁË ‡ÍÚË‚ÌÓ ‡Á‚Ë‚‡ ̨ÚÒˇ ÍËÔÚÓ„‡ÙË ̃ÂÒÍË ÏÂÚÓ‰ ̊. ËÔÚÓ„‡ÙËË ÔÓÒ‚ˇ ̆ÂÌÓ Ó ̃ÂÌ ̧ ·ÓÎ ̧ ̄Ó ÍÓÎË ̃ÂÒÚ‚Ó ËÒÚÓ ̃ÌËÍÓ‚, ‚ ̃‡ÒÚÌÓÒÚË,
    Exact
    [7,9,13,14]
    Suffix
    , ÒÛ ̆ÂÒÚ‚ÛÂÚ ·ÓÎ ̧ ̄Ó ÍÓÎË ̃ÂÒÚ‚Ó ‡ÁÎË ̃Ì ̊ı ÍËÔÚӇ΄ÓËÚÏÓ‚ (ıÓÓ ̄ËÈ Ó·ÁÓ ÏÓÊÌÓ Ì‡ÈÚË ‚ [5]). Œ‰Ì‡ÍÓ ‚ Ò‚ÂÚ ËÌÚÂÌÒËÙË͇ˆËË ‡Á‚ËÚˡ Ú‡Í Ì‡Á ̊‚‡ÂÏÓÈ Î„ÍÓ‚ÂÒÌÓÈ (lightweight) ÍËÔÚÓ„‡ÙËË [15,18], ÏÌÓ„Ë ËÁ ÌËı Ì ۉӂÎÂÚ‚Óˇ ̨Ú ÒÓ‚ÂÏÂÌÌ ̊Ï Ú·ӂ‡ÌËˇÏ ‚ ̃‡ÒÚË ÔÓËÁ‚Ó‰ËÚÂÎ ̧ÌÓÒÚË Ë ̋ÙÙÂÍÚË‚ÌÓÒÚË.

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Panasenko S., Smagin S. Lightweight cryptography: Underlying principles and approaches. International Journal of Computer Theory and Engineering, 2011, vol. 3, no. 4, pp. 516{520. DOI:10.7763/IJCTE.2011.V3.360
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    ËÔÚÓ„‡ÙËË ÔÓÒ‚ˇ ̆ÂÌÓ Ó ̃ÂÌ ̧ ·ÓÎ ̧ ̄Ó ÍÓÎË ̃ÂÒÚ‚Ó ËÒÚÓ ̃ÌËÍÓ‚, ‚ ̃‡ÒÚÌÓÒÚË, [7,9,13,14], ÒÛ ̆ÂÒÚ‚ÛÂÚ ·ÓÎ ̧ ̄Ó ÍÓÎË ̃ÂÒÚ‚Ó ‡ÁÎË ̃Ì ̊ı ÍËÔÚӇ΄ÓËÚÏÓ‚ (ıÓÓ ̄ËÈ Ó·ÁÓ ÏÓÊÌÓ Ì‡ÈÚË ‚ [5]). Œ‰Ì‡ÍÓ ‚ Ò‚ÂÚ ËÌÚÂÌÒËÙË͇ˆËË ‡Á‚ËÚˡ Ú‡Í Ì‡Á ̊‚‡ÂÏÓÈ Î„ÍÓ‚ÂÒÌÓÈ (lightweight) ÍËÔÚÓ„‡ÙËË
    Exact
    [15,18]
    Suffix
    , ÏÌÓ„Ë ËÁ ÌËı Ì ۉӂÎÂÚ‚Óˇ ̨Ú ÒÓ‚ÂÏÂÌÌ ̊Ï Ú·ӂ‡ÌËˇÏ ‚ ̃‡ÒÚË ÔÓËÁ‚Ó‰ËÚÂÎ ̧ÌÓÒÚË Ë ̋ÙÙÂÍÚË‚ÌÓÒÚË. ›ÚÓ ÔË‚Ó‰ËÚ Í ÌÂÓ·ıÓ‰ËÏÓÒÚË ‡Á‡·ÓÚÍË ÌÓ‚ ̊ı ÍËÔÚӇ΄ÓËÚÏÓ‚. ¬ ‡·ÓÚ‡ı [1,4] Ë ˇ‰Â ‰Û„Ëı, ‡‚ÚÓÓÏ · ̊ÎË ‡Á‡·ÓÚ‡Ì ̊ ÔË̈ËÔ ̊ ÔÓÒÚÓÂÌˡ ÒËÏÏÂÚË ̃Ì ̊ı ÍËÔÚӇ΄ÓËÚÏÓ‚ ̇ ÓÒÌÓ‚Â Ó·Ó· ̆ÂÌÌ ̊ı ÍÎÂÚÓ ̃Ì ̊ı ‡‚ÚÓχÚÓ‚.

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Petersen J. Die theorie der regularen graphs.Acta Mathematica, 1891, vol. 15, no. 1, pp. 193{ 220. DOI:10.1007/BF02392606
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  1. In-text reference with the coordinate start=9605
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    Œ‰Ì‡ÍÓ ÂÒÎË Ò‚ˇÁÌÓÒÚ ̧ Ì Ú·ÛÂÚÒˇ, ÓÌ ÏÓÊÂÚ · ̊Ú ̧ ̇ȉÂÌ Á‡ ÔÓÎËÌÓÏˇΠ̧ÌÓ ‚ÂÏˇ. —̇ ̃‡Î‡ ‚ ̊ˇÒÌËÏ ÛÒÎӂˡ ÒÛ ̆ÂÒÚ‚Ó‚‡Ìˡ 2-Ù‡ÍÚÓ‡. ¬ ̋ÚÓÈ Ò‚ˇÁË ËÁ‚ÂÒÚÌ ̊ ÒÎÂ‰Û ̨ ̆Ë ÚÂÓÂÏ ̊. “ÂÓÂχ 1 (œÂÚÂÒÂÌ
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    ).√‡Ù ËÏÂÂÚ 2-Ù‡ÍÚÓËÁ‡ˆË ̨ ÚÓ„‰‡ Ë ÚÓÎ ̧ÍÓ ÚÓ„‰‡, ÍÓ„‰‡ ÓÌ „ÛΡÂÌ Ë ËÏÂÂÚ ̃ÂÚÌÛ ̨ ÒÚÂÔÂÌ ̧. “ÂÓÂχ 2 (¡Â·ÎÂ [19]).À ̨·ÓÈ 2-·ÂÌÓÒ‚ˇÁÌ ̊È „ÛΡÌ ̊È ÏÛÎ ̧ÚË„‡Ù, ËÏ ̨ ̆ËÈ Ì ̃ÂÚÌÛ ̨ ÒÚÂÔÂÌ ̧, ÒÓ‰ÂÊËÚ2-Ù‡ÍÚÓ.

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Plummer M.D. Graph factors and factorization: 1985{2003: a survey.Discrete Mathematics, 2007, vol. 307, no. 7, pp. 791{821. DOI:10.1016/j.disc.2005.11.059
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  1. In-text reference with the coordinate start=9273
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    Õ‡ÔÓÏÌËÏ, ̃ÚÓs-Ù‡ÍÚÓÓÏ „‡Ù‡ĠÁ ̊‚‡ÂÚÒˇ „Ós-„ÛΡÌ ̊È ÔÓ‰„‡Ù ̇ ÚÓÏ Ê ÏÌÓÊÂÒÚ‚Â ‚Â ̄ËÌ, ‡s-Ù‡ÍÚÓËÁ‡ˆËÂÈ „‡Ù‡ ̇Á ̊‚‡ÂÚÒˇ ÏÌÓÊÂÒÚ‚Ó Â„Ós-Ù‡ÍÚÓÓ‚, Ó· ̇‰ËÌÂÌË ÍÓÚÓ ̊ı ÒÓ‚Ô‡‰‡ÂÚ Ò „‡ÙÓÏ, ÌÓ ÏÌÓÊÂÒÚ‚‡ ·Â ÔÓÔ‡ÌÓ ‡ÁÎË ̃Ì ̊. ’ÓÓ ̄ËÈ Ó·ÁÓ ÒÓ‚ÂÏÂÌÌÓ„Ó ÒÓÒÚÓˇÌˡ ÚÂÓËË Ù‡ÍÚÓËÁ‡ˆËË „‡ÙÓ‚ ÏÓÊÌÓ Ì‡ÈÚË ‚ ‡·ÓÚÂ
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    . ¬ ÚÓÏ ÒÎÛ ̃‡Â, ÂÒÎË 2-Ù‡ÍÚÓ ˇ‚ΡÂÚÒˇ Ò‚ˇÁÌ ̊Ï, ÓÌ Ì‡Á ̊‚‡ÂÚÒˇ „‡ÏËÎ ̧ÚÓÌÓ‚ ̊Ï ˆËÍÎÓÏ Ë Â„Ó ÔÓËÒÍ ˇ‚ΡÂÚÒˇ NP-ÚÛ‰ÌÓÈ Á‡‰‡ ̃ÂÈ. Œ‰Ì‡ÍÓ ÂÒÎË Ò‚ˇÁÌÓÒÚ ̧ Ì Ú·ÛÂÚÒˇ, ÓÌ ÏÓÊÂÚ · ̊Ú ̧ ̇ȉÂÌ Á‡ ÔÓÎËÌÓÏˇΠ̧ÌÓ ‚ÂÏˇ.

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Preneel B. Stream ciphers and lightweight cryptography.Proc. of the 2nd International Workshop on ZUC Algorithm and Related Topics. Beijing, China, 2011.
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  1. In-text reference with the coordinate start=1693
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    ËÔÚÓ„‡ÙËË ÔÓÒ‚ˇ ̆ÂÌÓ Ó ̃ÂÌ ̧ ·ÓÎ ̧ ̄Ó ÍÓÎË ̃ÂÒÚ‚Ó ËÒÚÓ ̃ÌËÍÓ‚, ‚ ̃‡ÒÚÌÓÒÚË, [7,9,13,14], ÒÛ ̆ÂÒÚ‚ÛÂÚ ·ÓÎ ̧ ̄Ó ÍÓÎË ̃ÂÒÚ‚Ó ‡ÁÎË ̃Ì ̊ı ÍËÔÚӇ΄ÓËÚÏÓ‚ (ıÓÓ ̄ËÈ Ó·ÁÓ ÏÓÊÌÓ Ì‡ÈÚË ‚ [5]). Œ‰Ì‡ÍÓ ‚ Ò‚ÂÚ ËÌÚÂÌÒËÙË͇ˆËË ‡Á‚ËÚˡ Ú‡Í Ì‡Á ̊‚‡ÂÏÓÈ Î„ÍÓ‚ÂÒÌÓÈ (lightweight) ÍËÔÚÓ„‡ÙËË
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    [15,18]
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    , ÏÌÓ„Ë ËÁ ÌËı Ì ۉӂÎÂÚ‚Óˇ ̨Ú ÒÓ‚ÂÏÂÌÌ ̊Ï Ú·ӂ‡ÌËˇÏ ‚ ̃‡ÒÚË ÔÓËÁ‚Ó‰ËÚÂÎ ̧ÌÓÒÚË Ë ̋ÙÙÂÍÚË‚ÌÓÒÚË. ›ÚÓ ÔË‚Ó‰ËÚ Í ÌÂÓ·ıÓ‰ËÏÓÒÚË ‡Á‡·ÓÚÍË ÌÓ‚ ̊ı ÍËÔÚӇ΄ÓËÚÏÓ‚. ¬ ‡·ÓÚ‡ı [1,4] Ë ˇ‰Â ‰Û„Ëı, ‡‚ÚÓÓÏ · ̊ÎË ‡Á‡·ÓÚ‡Ì ̊ ÔË̈ËÔ ̊ ÔÓÒÚÓÂÌˡ ÒËÏÏÂÚË ̃Ì ̊ı ÍËÔÚӇ΄ÓËÚÏÓ‚ ̇ ÓÒÌÓ‚Â Ó·Ó· ̆ÂÌÌ ̊ı ÍÎÂÚÓ ̃Ì ̊ı ‡‚ÚÓχÚÓ‚.

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Baebler F.Uber die zerlegung regularer streckenkomplexe ungerader ordnung.Commentarii Mathematici Helvetici, 1937, vol. 10, no. 1, pp. 275{287.
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  1. In-text reference with the coordinate start=9723
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    —̇ ̃‡Î‡ ‚ ̊ˇÒÌËÏ ÛÒÎӂˡ ÒÛ ̆ÂÒÚ‚Ó‚‡Ìˡ 2-Ù‡ÍÚÓ‡. ¬ ̋ÚÓÈ Ò‚ˇÁË ËÁ‚ÂÒÚÌ ̊ ÒÎÂ‰Û ̨ ̆Ë ÚÂÓÂÏ ̊. “ÂÓÂχ 1 (œÂÚÂÒÂÌ [16]).√‡Ù ËÏÂÂÚ 2-Ù‡ÍÚÓËÁ‡ˆË ̨ ÚÓ„‰‡ Ë ÚÓÎ ̧ÍÓ ÚÓ„‰‡, ÍÓ„‰‡ ÓÌ „ÛΡÂÌ Ë ËÏÂÂÚ ̃ÂÚÌÛ ̨ ÒÚÂÔÂÌ ̧. “ÂÓÂχ 2 (¡Â·ÎÂ
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    ).À ̨·ÓÈ 2-·ÂÌÓÒ‚ˇÁÌ ̊È „ÛΡÌ ̊È ÏÛÎ ̧ÚË„‡Ù, ËÏ ̨ ̆ËÈ Ì ̃ÂÚÌÛ ̨ ÒÚÂÔÂÌ ̧, ÒÓ‰ÂÊËÚ2-Ù‡ÍÚÓ. “‡ÍËÏ Ó·‡ÁÓÏ, Û ̃ËÚ ̊‚‡ˇ, ̃ÚÓ ‚ Ó‰ÌÓÓ‰Ì ̊ı Ó·Ó· ̆ÂÌÌ ̊ı ÍÎÂÚÓ ̃Ì ̊ı ‡‚ÚÓχڇı ËÒÔÓÎ ̧ÁÛ ̨ÚÒˇ „ÛΡÌ ̊ „‡Ù ̊, 2-Ù‡ÍÚÓ ÒÛ ̆ÂÒÚ‚ÛÂÚ, ÂÒÎË ÒÚÂÔÂÌ ̧ „‡Ù‡ ̃ÂÚ̇ˇ, ÎË·Ó ÂÒÎË „‡Ù ˇ‚ΡÂÚÒˇ 2-·ÂÌÓ-Ò‚ˇÁÌ ̊Ï, ̃ÚÓ Ì‡ Ô‡ÍÚËÍ ‚Ò„‰‡ ‚ ̊ÔÓÎÌˇÂÚÒˇ.