The 7 references with contexts in paper A. Belousov I., S. Tkachev B., А. Белоусов И., С. Ткачев Б. (2016) “Построение контекстно-свободной грамматики по мультиграфу автомата с магазинной памятью // Construction of Context Free Grammar Based on Push-Down Automation Multigraph” / spz:neicon:technomag:y:2014:i:7:p:128-142

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Belousov A.I., Tkachev S.B.Diskretnaya matematika[Discrete mathematics]. Moscow, Bauman MSTU Publ., 2006. 744 p. (in Russian).
Total in-text references: 9
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    ÏÛÎ ̧ÚË„‡ÙÂ. ƒ‡ÂÚÒˇ ÓÔËÒ‡ÌË ‡Î„ÓËÚχ ‚ ÔÒ‚‰ÓÍÓ‰Â Ë ‚ ̊ ̃ËÒΡÂÚÒˇ ‚ÂıÌˇˇ ÓˆÂÌ͇ ÒÎÓÊÌÓÒÚË, ÒÓÒÚ‡‚Ρ ̨ ̆ÂÈ ‚ÂÎË ̃ËÌÛ ÔÓˇ‰Í‡ ÍÛ·‡ ̃ËÒ· ‰Û„ ÏÛÎ ̧ÚË„‡Ù‡ Î ̨ ̃‚ ̊ ÒÎÓ‚‡:‡‚ÚÓÏ‡Ú Ò Ï‡„‡ÁËÌÌÓÈ Ô‡ÏˇÚ ̧ ̨; Ãœ-‡‚ÚÓχÚ; ÓËÂÌÚËÓ‚‡ÌÌ ̊È ÏÛÎ ̧ÚË„‡Ù; ÍÓÌÚÂÍÒÚÌÓ-҂ӷӉ̇ˇ „‡ÏχÚË͇; —-„‡ÏχÚË͇; Ò·‡Î‡ÌÒËÓ‚‡ÌÌ ̊È ÔÛÚ ̧; ÔÓËÒÍ ‚ „ÎÛ·ËÌÛ ¬‚‰ÂÌË ¬ ÔÓÒΉÌË „Ó‰ ̊ ÍÓÌÚÂÍÒÚÌÓ-Ò‚Ó·Ó‰Ì ̊ „‡ÏχÚËÍË
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    ËÒÔÓÎ ̧ÁÛ ̨ÚÒˇ Ì ÚÓÎ ̧ÍÓ ‰Îˇ  ̄ÂÌˡ Ú‡‰ËˆËÓÌÌ ̊ı Á‡‰‡ ̃, Ò‚ˇÁ‡ÌÌ ̊ı Ò ÔÓÒÚÓÂÌËÂÏ Ë ‡Ì‡ÎËÁÓÏ ‡ÁÎË ̃Ì ̊ı ÙÓχΠ̧Ì ̊ı ˇÁ ̊ÍÓ‚ ̊ı ÍÓÌÒÚÛ͈ËÈ, ÌÓ Ë ‰Îˇ ‡Á‡·ÓÚÍË Ò‰ÒÚ‚ ÔÓËÒ͇ ËÌÙÓχˆËË ‚ ÒÂÚË Internet [3], ‡ Ú‡ÍÊ ‰Îˇ ÍÓÌÒÚÛËÓ‚‡Ìˡ ‡Î„ÓËÚÏÓ‚ ÛÔ‡‚ÎÂÌˡ Ó·ÓÚÂıÌË ̃ÂÒÍËÏË ÒËÒÚÂχÏË [4,5].

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    ÒËÒÚÂÏÓÈ —-„‡ÏχÚË͇ Ó͇Á‡Î‡Ò ̧ Û‰Ó·Ì ̊Ï ËÌÒÚÛÏÂÌÚÓÏ ‰Îˇ  ̄ÂÌˡ Á‡‰‡ ̃Ë ÎÓ„Ë ̃ÂÒÍÓ„Ó ÛÔ‡‚ÎÂÌˡ ̇ ‚ÂıÌÂÏ ÛÓ‚ÌÂ. ¬ [5] Ô‰ÎÓÊÂÌ ÔÓ‰ıÓ‰ Í  ̄ÂÌË ̨ Á‡‰‡ ̃ ÛÔ‡‚ÎÂÌˡ ÌÂÎËÌÂÈÌ ̊ÏË ÒËÒÚÂχÏË Ò ËÒÔÓÎ ̧ÁÓ‚‡ÌËÂÏ ÍÓÌ ̃Ì ̊ı ‡‚ÚÓχÚÓ‚. ŒÚÏÂÚËÏ, ̃ÚÓ ÏÂÚÓ‰ ̇ıÓʉÂÌˡ ˇÁ ͇̊, ‰ÓÔÛÒ͇ÂÏÓ„Ó ÍÓÌ ̃Ì ̊Ï ‡‚ÚÓχÚÓÏ, ‡ Ú‡ÍÊ ÏÂÚÓ‰ ÔÓÒÚÓÂÌˡ ÒÓÓÚ‚ÂÚÒÚ‚Û ̨ ̆ÂÈ „ÛΡÌÓÈ „‡ÏχÚËÍË ıÓÓ ̄Ó ËÁ‚ÂÒÚÌ ̊
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    . »ÒÔÓÎ ̧ÁÓ‚‡ÌË ‰Îˇ ÒËÌÚÂÁ‡ ‡Î„ÓËÚÏÓ‚ ÛÔ‡‚ÎÂÌˡ ‡‚ÚÓχÚÓ‚ Ò Ï‡„‡ÁËÌÌÓÈ Ô‡ÏˇÚ ̧ ̨ (Ãœ-‡‚ÚÓχÚÓ‚) ÔÓÁ‚ÓΡÂÚ ÒÛ ̆ÂÒÚ‚ÂÌÌÓ ‡Ò ̄ËËÚ ̧ ÍÛ„  ̄‡ÂÏ ̊ı Á‡‰‡ ̃. ¬ ÒÎÛ ̃‡Â, ÍÓ„‰‡ Ó· ̇ÂÍÚÓÏ ‡Ì‡ÎËÁ‡ ˇ‚ΡÂÚÒˇ Ãœ-‡‚ÚÓχÚ, ÏÂÚÓ‰ ÔÓÒÚÓÂÌˡ ÔÓ ÌÂÏÛ —-„‡ÏχÚËÍË Ú‡ÍÊ ËÁ‚ÂÒÚÂÌ [1,2], Ӊ̇ÍÓ ÔÓÎÛ ̃‡ ̨ ̆‡ˇÒˇ „‡ÏχÚË͇ ˇ‚ΡÂÚÒˇ ‚ÂÒ ̧χ „ÓÏÓÁ‰ÍÓÈ Ò ·ÓÎ ̧ ̄ËÏ ̃ËÒÎÓÏ ·ÂÒÔÓÎÂÁÌ ̊ı ÌÂÚÂÏË̇ÎÓ‚. œÓ·ÎÂχ ÓÔÚËÏËÁ

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    »ÒÔÓÎ ̧ÁÓ‚‡ÌË ‰Îˇ ÒËÌÚÂÁ‡ ‡Î„ÓËÚÏÓ‚ ÛÔ‡‚ÎÂÌˡ ‡‚ÚÓχÚÓ‚ Ò Ï‡„‡ÁËÌÌÓÈ Ô‡ÏˇÚ ̧ ̨ (Ãœ-‡‚ÚÓχÚÓ‚) ÔÓÁ‚ÓΡÂÚ ÒÛ ̆ÂÒÚ‚ÂÌÌÓ ‡Ò ̄ËËÚ ̧ ÍÛ„  ̄‡ÂÏ ̊ı Á‡‰‡ ̃. ¬ ÒÎÛ ̃‡Â, ÍÓ„‰‡ Ó· ̇ÂÍÚÓÏ ‡Ì‡ÎËÁ‡ ˇ‚ΡÂÚÒˇ Ãœ-‡‚ÚÓχÚ, ÏÂÚÓ‰ ÔÓÒÚÓÂÌˡ ÔÓ ÌÂÏÛ —-„‡ÏχÚËÍË Ú‡ÍÊ ËÁ‚ÂÒÚÂÌ
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    , Ӊ̇ÍÓ ÔÓÎÛ ̃‡ ̨ ̆‡ˇÒˇ „‡ÏχÚË͇ ˇ‚ΡÂÚÒˇ ‚ÂÒ ̧χ „ÓÏÓÁ‰ÍÓÈ Ò ·ÓÎ ̧ ̄ËÏ ̃ËÒÎÓÏ ·ÂÒÔÓÎÂÁÌ ̊ı ÌÂÚÂÏË̇ÎÓ‚. œÓ·ÎÂχ ÓÔÚËÏËÁ‡ˆËË —-„‡ÏχÚËÍË, ÔÓÒÚÓÂÌÌÓÈ ÔÓ ÒËÒÚÂÏ ÍÓχ̉ Ãœ-‡‚ÚÓχڇ, ËÏÂÂÚ Ò‡ÏÓÒÚÓˇÚÂÎ ̧ÌÓ ÚÂÓÂÚË ̃ÂÒÍÓ Á̇ ̃ÂÌËÂ.

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    ¬ ‡Á‰. 1 ÓÔËÒ‡Ì ÔÓ‰ıÓ‰ Í  ̄ÂÌË ̨ Á‡‰‡ ̃Ë ÓÔÚËÏËÁ‡ˆËË —-„‡ÏχÚËÍË, ‚ ‡Á‰. 2 Ó·ÓÒÌÓ‚‡Ì ‡Î„ÓËÚÏ Ì‡ıÓʉÂÌˡ ÔÛÚÂÈ ‚ „‡Ù Ü-‡‚ÚÓχڇ, ӷ·‰‡ ̨ ̆Ëı ÒÔˆˇΠ̧Ì ̊ÏË Ò‚ÓÈÒÚ‚‡ÏË (Ò·‡Î‡ÌÒËÓ‚‡ÌÌ ̊ı ÔÛÚÂÈ). ¬ ‡Á‰. 3 ÔÓÎÛ ̃Â̇ ÓˆÂÌ͇ ÒÎÓÊÌÓÒÚË Ô‰ÎÓÊÂÌÌÓ„Ó ‡Î„ÓËÚχ. 1. œÓÒÚ‡Ìӂ͇ Á‡‰‡ ̃Ë ÓÔÚËÏËÁ‡ˆËË —-„‡Ï‡ÚËÍË —ÎÂ‰Ûˇ
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    , ‡ÒÒÏÓÚËÏ ÌÂÍÓÚÓ ̊È Ãœ-‡‚ÚÓÏ‡Ú M= (Q,V,Γ,q0,F,Z0,δ), „‰ÂQ| ÏÌÓÊÂÒÚ‚Ó ÒÓÒÚÓˇÌËÈ Ãœ-‡‚ÚÓχڇ;V| ÚÂÏË̇Π̧Ì ̊È ‡ÎÙ‡‚ËÚ;Γ| ÌÂÚÂÏË̇Π̧Ì ̊È ‡ÎÙ‡‚ËÚ;q0∈Q| ̇ ̃‡Î ̧ÌÓ ÒÓÒÚÓˇÌËÂ;F⊆Q| ÏÌÓÊÂÒÚ‚Ó Á‡ÍÎ ̨ ̃ËÚÂÎ ̧Ì ̊ı ÒÓÒÚÓˇÌËÈ;Z0| ̇ ̃‡Î ̧Ì ̊È Ï‡„‡ÁËÌÌ ̊È ÒËÏ‚ÓÎ;δ| ÒËÒÚÂχ ÍÓχ̉ Ãœ-‡‚ÚÓχڇ.

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    ¡Û‰ÂÏ Ô‰ÔÓ·„‡Ú ̧, ̃ÚÓ ‰Îˇ ‡Ì‡ÎËÁËÛÂÏÓ„Ó Ãœ-‡‚ÚÓχڇ ÔÓ ÏÂÚÓ‰Û, Ô‰ÎÓÊÂÌÌÓÏÛ ‚ [6], ÔÓÒÚÓÂÌ ÒÓÓÚ‚ÂÚÒÚ‚Û ̨ ̆ËÈ ÂÏÛ ÏÛÎ ̧ÚË„‡Ù, ‚ ÍÓÚÓÓÏ ‰Û„Â(q,r)ÏÛÎ ̧ÚË„‡Ù‡, ÒÓÓÚ‚ÂÚÒÚ‚Û ̨ ̆ÂÈ ÍÓχ̉ ‚ˉ‡ (1), ÔÓÒÚ‡‚ÎÂ̇ ‚ ÒÓÓÚ‚ÂÚÒÚ‚Ë ÏÂÚ͇ ‰Û„Ë(Z,a,γ). ŒÚÏÂÚËÏ, ̃ÚÓ ‰‡Î ‚Ò ̨‰Û ·Û‰ÂÏ ‡ÒÒχÚË‚‡Ú ̧ ‚ Ãœ-‡‚ÚÓχÚ ‰ÓÔÛÒÍ Ò ÔÛÒÚ ̊Ï Ï‡„‡ÁËÌÓÏ
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    , Ú.Â. ·Û‰ÂÏ Ò ̃ËÚ‡Ú ̧, ̃ÚÓ, ‰ÓÔÛÒ͇ˇ ˆÂÔÓ ̃ÍÛ ‚Ó ‚ıÓ‰ÌÓÏ ‡ÎÙ‡‚ËÚÂ, ‡‚ÚÓÏ‡Ú ÔËıÓ‰ËÚ ‚ Ó‰ÌÓ ËÁ Á‡ÍÎ ̨ ̃ËÚÂÎ ̧Ì ̊ı ÒÓÒÚÓˇÌËÈ Ò ÔÛÒÚ ̊Ï Ï‡„‡ÁËÌÓÏ. ¬ ̋ÚÓÏ ÒÎÛ ̃‡Â ‚ ÒËÎÛ ÂÁÛÎ ̧Ú‡ÚÓ‚ ‡·ÓÚ ̊ [6] ‚ıӉ̇ˇ ˆÂÔÓ ͇̃ ÔË̇‰ÎÂÊËÚ ˇÁ ̊ÍÛ Ãœ-‡‚ÚÓχڇ ÚÓ„‰‡ Ë ÚÓÎ ̧ÍÓ ÚÓ„‰‡, ÍÓ„‰‡ Ó̇ ‚ ÏÛÎ ̧ÚË„‡Ù Ü-‡‚ÚÓχڇ ˇ‚ΡÂÚÒˇ ‚ıÓ‰ÌÓÈ ÏÂÚÍÓÈ Ú‡ÍÓ„Ó ÔÛÚË, ̇ ̃Ë̇ ̨ ̆„ÓÒˇ ÒÓ ÒÚ‡ÚÓ‚ÓÈ ‰Û„Ë, ̃ÚÓ Â„Ó ÔÓÒÎÂ‰Ìˇˇ ‰Û„‡ Á

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    Õ‡ ËÒ.1ÏÂÚ͇ ͇ʉÓÈ ‰Û„Ë ‡Á‰ÂÎÂ̇ ̇ ÚË ÍÓÏÔÓÌÂÌÚ ̊, ÔÂ‚‡ˇ ËÁ ÍÓÚÓ ̊ı ÔÓÏ ̆Â̇ Û Ì‡ ̃‡Î‡ ‰Û„Ë, ‚ÚÓ‡ˇ ÔÓÏ ̆Â̇ ‚ ÒÂ‰ËÌ ‰Û„Ë, ‡ ÚÂÚ ̧ˇ | Û ÍÓ̈‡ ‰Û„Ë. –ËÒ. 1 —ÎÂ‰Ûˇ ‡Î„ÓËÚÏÛ, Ô˂‰ÂÌÌÓÏÛ ‚
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    , ÔÓÒÚÓËÏ —-„‡ÏχÚËÍÛ ÔÓ Ãœ-‡‚ÚÓχÚÛ. ŒÌ‡ ·Û‰ÂÚ ‚ÍÎ ̨ ̃‡Ú ̧ ÒÎÂ‰Û ̨ ̆Ë Ô‡‚Ë·: S→[q0Zq2], [q0Zs2]→a[q0as1][s1Zs2], [q0as2]→a[q0as1][s1as2], [q0aq1]→b, [q1aq1]→b, [q1Zq2]→λ, „‰ÂS| ‡ÍÒËÓχ, ‡ ‚ÚÓÓÂ Ë ÚÂÚ ̧ Ô‡‚Ë· | „ÛÔÔÓ‚ ̊Â, ÒÓÓÚ‚ÂÚÒÚ‚Û ̨ ̆Ë ͇ʉÓÈ ÛÔÓˇ‰Ó ̃ÂÌÌÓÈ Ô‡ ÒÓÒÚÓˇÌËÈ(s1,s2)Ë ‚ÍÎ ̨ ̃‡ ̨ ̆Ë ͇ʉÓ ÔÓ ‰Â‚ˇÚ ̧ Ô‡‚ËÎ.

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    —Ήӂ‡ÚÂÎ ̧ÌÓ, ÔÓÒÚÓÂÌ̇ˇ ÓÔÚËÏËÁËÓ‚‡Ì̇ˇ „‡ÏχÚË͇ ̋Í‚Ë‚‡ÎÂÌÚ̇ „‡ÏχÚËÍÂ, ÔÓÒÚÓÂÌÌÓÈ Òڇ̉‡ÚÌ ̊Ï ‡Î„ÓËÚÏÓÏ. œËÏÂ 2.–‡ÒÒÏÓÚËÏ Ãœ-‡‚ÚÓÏ‡Ú ÒÓ ÒÎÂ‰Û ̨ ̆ÂÈ ÒËÒÚÂÏÓÈ ÍÓχ̉: q0aZ→q1aZ, q1aa→q1aa, q1ba→q2λ, q2ba→q2λ, q2λZ→q0λ, q0λZ→q0λ. (ÒÏ.
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    , ÔËÏÂ 8.17; ̇ ̃‡Î ̧ÌÓÂ Ë Á‡ÍÎ ̨ ̃ËÚÂÎ ̧ÌÓ ÒÓÒÚÓˇÌË Ü-‡‚ÚÓχڇ |q0). ›ÚÓÚ Ãœ-‡‚ÚÓχÚ, Í‡Í Ë ‡‚ÚÓχÚ, Ô˂‰ÂÌÌ ̊È ‚ ÔËÏÂÂ1, ‰ÓÔÛÒ͇ÂÚ ˇÁ ̊ÍL2={anbn|n≥0}. ÃÛÎ ̧ÚË„‡Ù ËÁÓ·‡ÊÂÌ Ì‡ ËÒ.2. –ËÒ. 2 œÓÒÚÓËÏ —-„‡ÏχÚËÍÛ ÔÓ Òڇ̉‡ÚÌÓÏÛ ‡Î„ÓËÚÏÛ: S→[q0Zq0], [q0Zs2]→a[q1as1][s1Zs2], [q1as2]→a[q1as1][s1as2], [q1aq2]→b, [q2aq2]→b, [q2Zq0]→λ, [q0Zq0]→λ.

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    “‡ÍËÏ Ó·‡ÁÓÏ, ÏÓÊÌÓ ÔÓ͇Á‡Ú ̧, ̃ÚÓ ‚Ò ԇÎË̉ÓÏ ̊ ‚ ‡ÎÙ‡‚ËÚÂ{a,b}ÔÓÓʉ‡ ̨ÚÒˇ ÓÔÚËÏËÁËÓ‚‡ÌÌÓÈ „‡ÏχÚËÍÓÈ Ë ̃ÚÓ ÚÂÏ Ò‡Ï ̊Ï Ó̇ ̋Í‚Ë‚‡ÎÂÌÚ̇ ËÒıÓ‰ÌÓÈ, ÔÓÒÍÓÎ ̧ÍÛ Ì ÒÓ‰ÂÊËÚ ÌË͇ÍËı Ô‡‚ËÎ, Ì ÔË̇‰ÎÂʇ ̆Ëı ÏÌÓÊÂÒÚ‚Û Ô‡‚ËÎ ËÒıÓ‰ÌÓÈ „‡ÏχÚËÍË. 3. ¿Î„ÓËÚÏ ÔÓËÒ͇ Ò·‡Î‡ÌÒËÓ‚‡ÌÌ ̊ı ÔÛÚÂÈ ÃÂÚÓ‰ ÔÓËÒ͇ Ò·‡Î‡ÌÒËÓ‚‡ÌÌ ̊ı ÔÛÚÂÈ ‡Ì‡ÎÓ„Ë ̃ÂÌ ÔÓËÒÍÛ ‚ „ÎÛ·ËÌÛ ‚ Ó· ̊ ̃ÌÓÏ ÓËÂÌÚËÓ‚‡ÌÌÓÏ „‡Ù (ÒÏ.
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    ). —‡Ï‡ Ôӈ‰Û‡ ÔÓËÒ͇ ˇ‚ΡÂÚÒˇ ÂÍÛÒË‚ÌÓÈ. ƒÛ„Ë ÔÓÏ ̆‡ ̨ÚÒˇ ‚ ÒÚÂÍ ‚ ÔÓˇ‰Í Ëı ÔÓıÓʉÂÌˡ. ‡Í ÚÓÎ ̧ÍÓ Ó·Ì‡ÛÊË‚‡ÂÚÒˇ ÛÊ ÔÓȉÂÌ̇ˇ ‰Û„‡, ÙËÍÒËÛÂÚÒˇ ÍÓÌÚÛ Ë ÛÔ‡‚ÎÂÌË ÔÂ‰‡ÂÚÒˇ ÒÔˆˇΠ̧ÌÓÈ Ôӈ‰Û ‡Ì‡ÎËÁ‡ ÍÓÌÚÛÓ‚.

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    ÃÌÓÊÂÒÚ‚Ó Ô‡‚ËÎ ÓÔÚËÏËÁËÓ‚‡ÌÌÓÈ „‡ÏχÚËÍË ÂÒÚ ̧, ÔÓ ÔÓÒÚÓÂÌË ̨, ÔÓ‰ÏÌÓÊÂÒÚ‚Ó ÏÌÓÊÂÒÚ‚‡ Ô‡‚ËÎ ËÒıÓ‰ÌÓÈ „‡ÏχÚËÍË. ›ÚÓ Á̇ ̃ËÚ, ̃ÚÓ ˇÁ ̊Í, ÔÓÓʉ‡ÂÏ ̊È ÓÔÚËÏËÁËÓ‚‡ÌÌÓÈ „‡ÏχÚËÍÓÈ, ÒÓ‰ÂÊËÚÒˇ (Í‡Í ÔÓ‰ÏÌÓÊÂÒÚ‚Ó) ‚ ˇÁ ̊ÍÂ, ÔÓÓʉ‡ÂÏÓÏ ËÒıÓ‰ÌÓÈ „‡ÏχÚËÍÓÈ. — ‰Û„ÓÈ ÒÚÓÓÌ ̊
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    , ‚ ̊‚Ó‰ËÏÓÒÚ ̧[q0Z0qf]`∗x, „‰Âx| ‚ıӉ̇ˇ ˆÂÔÓ ͇̃, ‡qf| Á‡ÍÎ ̨ ̃ËÚÂÎ ̧ÌÓ ÒÓÒÚÓˇÌË Ü-‡‚ÚÓχڇ, ËÏÂÂÚ ÏÂÒÚÓ ÚÓ„‰‡ Ë ÚÓÎ ̧ÍÓ ÚÓ„‰‡, ÍÓ„‰‡ ̇ ÏÌÓÊÂÒÚ‚Â ÍÓÌÙË„Û‡ˆËÈ Ãœ-‡‚ÚÓχڇ ËÏÂÂÚ ÏÂÒÚÓ ‚ ̊‚Ó‰ËÏÓÒÚ ̧ (q0,x,Z0)`∗(qf,λ,λ), ̃ÚÓ, ‚ Ò‚Ó ̨ Ó ̃Â‰ ̧, ‚ ÒËÎÛ ÂÁÛÎ ̧Ú‡ÚÓ‚ ‡·ÓÚ ̊ [6], ÓÁ̇ ̃‡ÂÚ ‡‚ÂÌÒÚ‚Ó ˆÂÔÓ ̃ÍËx‚ıÓ‰ÌÓÈ ÏÂÚÍ ÌÂÍÓÚÓÓ„Ó Ò·‡Î‡ÌÒËÓ‚‡ÌÌÓ„Ó ÔÛÚË ‚ ÏÛÎ ̧ÚË„‡Ù Ü-‡‚ÚÓχڇ, ‚Â‰Û ̆Â„Ó ËÁ

2
Aho A.V., Ullman J.D.The Theory of Parsing, Translation and Compiling. Vol. 1. Parsing. Printice Hall, 1972. (Russ. ed.: Aho A.V., Ullman J.D.Teoria sintaksicheskogo analiza, perevoda i kompiliatsii. V 2 t. T. 1. Sintasicheskii analiz. Moscow, Mir Publ., 1978. 612 p.)
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  1. In-text reference with the coordinate start=817
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    ÏÛÎ ̧ÚË„‡ÙÂ. ƒ‡ÂÚÒˇ ÓÔËÒ‡ÌË ‡Î„ÓËÚχ ‚ ÔÒ‚‰ÓÍÓ‰Â Ë ‚ ̊ ̃ËÒΡÂÚÒˇ ‚ÂıÌˇˇ ÓˆÂÌ͇ ÒÎÓÊÌÓÒÚË, ÒÓÒÚ‡‚Ρ ̨ ̆ÂÈ ‚ÂÎË ̃ËÌÛ ÔÓˇ‰Í‡ ÍÛ·‡ ̃ËÒ· ‰Û„ ÏÛÎ ̧ÚË„‡Ù‡ Î ̨ ̃‚ ̊ ÒÎÓ‚‡:‡‚ÚÓÏ‡Ú Ò Ï‡„‡ÁËÌÌÓÈ Ô‡ÏˇÚ ̧ ̨; Ãœ-‡‚ÚÓχÚ; ÓËÂÌÚËÓ‚‡ÌÌ ̊È ÏÛÎ ̧ÚË„‡Ù; ÍÓÌÚÂÍÒÚÌÓ-҂ӷӉ̇ˇ „‡ÏχÚË͇; —-„‡ÏχÚË͇; Ò·‡Î‡ÌÒËÓ‚‡ÌÌ ̊È ÔÛÚ ̧; ÔÓËÒÍ ‚ „ÎÛ·ËÌÛ ¬‚‰ÂÌË ¬ ÔÓÒΉÌË „Ó‰ ̊ ÍÓÌÚÂÍÒÚÌÓ-Ò‚Ó·Ó‰Ì ̊ „‡ÏχÚËÍË
    Exact
    [1,2]
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    ËÒÔÓÎ ̧ÁÛ ̨ÚÒˇ Ì ÚÓÎ ̧ÍÓ ‰Îˇ  ̄ÂÌˡ Ú‡‰ËˆËÓÌÌ ̊ı Á‡‰‡ ̃, Ò‚ˇÁ‡ÌÌ ̊ı Ò ÔÓÒÚÓÂÌËÂÏ Ë ‡Ì‡ÎËÁÓÏ ‡ÁÎË ̃Ì ̊ı ÙÓχΠ̧Ì ̊ı ˇÁ ̊ÍÓ‚ ̊ı ÍÓÌÒÚÛ͈ËÈ, ÌÓ Ë ‰Îˇ ‡Á‡·ÓÚÍË Ò‰ÒÚ‚ ÔÓËÒ͇ ËÌÙÓχˆËË ‚ ÒÂÚË Internet [3], ‡ Ú‡ÍÊ ‰Îˇ ÍÓÌÒÚÛËÓ‚‡Ìˡ ‡Î„ÓËÚÏÓ‚ ÛÔ‡‚ÎÂÌˡ Ó·ÓÚÂıÌË ̃ÂÒÍËÏË ÒËÒÚÂχÏË [4,5].

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    ÒËÒÚÂÏÓÈ —-„‡ÏχÚË͇ Ó͇Á‡Î‡Ò ̧ Û‰Ó·Ì ̊Ï ËÌÒÚÛÏÂÌÚÓÏ ‰Îˇ  ̄ÂÌˡ Á‡‰‡ ̃Ë ÎÓ„Ë ̃ÂÒÍÓ„Ó ÛÔ‡‚ÎÂÌˡ ̇ ‚ÂıÌÂÏ ÛÓ‚ÌÂ. ¬ [5] Ô‰ÎÓÊÂÌ ÔÓ‰ıÓ‰ Í  ̄ÂÌË ̨ Á‡‰‡ ̃ ÛÔ‡‚ÎÂÌˡ ÌÂÎËÌÂÈÌ ̊ÏË ÒËÒÚÂχÏË Ò ËÒÔÓÎ ̧ÁÓ‚‡ÌËÂÏ ÍÓÌ ̃Ì ̊ı ‡‚ÚÓχÚÓ‚. ŒÚÏÂÚËÏ, ̃ÚÓ ÏÂÚÓ‰ ̇ıÓʉÂÌˡ ˇÁ ͇̊, ‰ÓÔÛÒ͇ÂÏÓ„Ó ÍÓÌ ̃Ì ̊Ï ‡‚ÚÓχÚÓÏ, ‡ Ú‡ÍÊ ÏÂÚÓ‰ ÔÓÒÚÓÂÌˡ ÒÓÓÚ‚ÂÚÒÚ‚Û ̨ ̆ÂÈ „ÛΡÌÓÈ „‡ÏχÚËÍË ıÓÓ ̄Ó ËÁ‚ÂÒÚÌ ̊
    Exact
    [1,2]
    Suffix
    . »ÒÔÓÎ ̧ÁÓ‚‡ÌË ‰Îˇ ÒËÌÚÂÁ‡ ‡Î„ÓËÚÏÓ‚ ÛÔ‡‚ÎÂÌˡ ‡‚ÚÓχÚÓ‚ Ò Ï‡„‡ÁËÌÌÓÈ Ô‡ÏˇÚ ̧ ̨ (Ãœ-‡‚ÚÓχÚÓ‚) ÔÓÁ‚ÓΡÂÚ ÒÛ ̆ÂÒÚ‚ÂÌÌÓ ‡Ò ̄ËËÚ ̧ ÍÛ„  ̄‡ÂÏ ̊ı Á‡‰‡ ̃. ¬ ÒÎÛ ̃‡Â, ÍÓ„‰‡ Ó· ̇ÂÍÚÓÏ ‡Ì‡ÎËÁ‡ ˇ‚ΡÂÚÒˇ Ãœ-‡‚ÚÓχÚ, ÏÂÚÓ‰ ÔÓÒÚÓÂÌˡ ÔÓ ÌÂÏÛ —-„‡ÏχÚËÍË Ú‡ÍÊ ËÁ‚ÂÒÚÂÌ [1,2], Ӊ̇ÍÓ ÔÓÎÛ ̃‡ ̨ ̆‡ˇÒˇ „‡ÏχÚË͇ ˇ‚ΡÂÚÒˇ ‚ÂÒ ̧χ „ÓÏÓÁ‰ÍÓÈ Ò ·ÓÎ ̧ ̄ËÏ ̃ËÒÎÓÏ ·ÂÒÔÓÎÂÁÌ ̊ı ÌÂÚÂÏË̇ÎÓ‚. œÓ·ÎÂχ ÓÔÚËÏËÁ

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    »ÒÔÓÎ ̧ÁÓ‚‡ÌË ‰Îˇ ÒËÌÚÂÁ‡ ‡Î„ÓËÚÏÓ‚ ÛÔ‡‚ÎÂÌˡ ‡‚ÚÓχÚÓ‚ Ò Ï‡„‡ÁËÌÌÓÈ Ô‡ÏˇÚ ̧ ̨ (Ãœ-‡‚ÚÓχÚÓ‚) ÔÓÁ‚ÓΡÂÚ ÒÛ ̆ÂÒÚ‚ÂÌÌÓ ‡Ò ̄ËËÚ ̧ ÍÛ„  ̄‡ÂÏ ̊ı Á‡‰‡ ̃. ¬ ÒÎÛ ̃‡Â, ÍÓ„‰‡ Ó· ̇ÂÍÚÓÏ ‡Ì‡ÎËÁ‡ ˇ‚ΡÂÚÒˇ Ãœ-‡‚ÚÓχÚ, ÏÂÚÓ‰ ÔÓÒÚÓÂÌˡ ÔÓ ÌÂÏÛ —-„‡ÏχÚËÍË Ú‡ÍÊ ËÁ‚ÂÒÚÂÌ
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    , Ӊ̇ÍÓ ÔÓÎÛ ̃‡ ̨ ̆‡ˇÒˇ „‡ÏχÚË͇ ˇ‚ΡÂÚÒˇ ‚ÂÒ ̧χ „ÓÏÓÁ‰ÍÓÈ Ò ·ÓÎ ̧ ̄ËÏ ̃ËÒÎÓÏ ·ÂÒÔÓÎÂÁÌ ̊ı ÌÂÚÂÏË̇ÎÓ‚. œÓ·ÎÂχ ÓÔÚËÏËÁ‡ˆËË —-„‡ÏχÚËÍË, ÔÓÒÚÓÂÌÌÓÈ ÔÓ ÒËÒÚÂÏ ÍÓχ̉ Ãœ-‡‚ÚÓχڇ, ËÏÂÂÚ Ò‡ÏÓÒÚÓˇÚÂÎ ̧ÌÓ ÚÂÓÂÚË ̃ÂÒÍÓ Á̇ ̃ÂÌËÂ.

3
Krishchenko V.A. [Using of LR tables for analysis of a natural language].Issledovano v Rossii { Investigated in Russia, 2000, vol. 3, pp. 948{945. Available at:http://zhurnal. ape.relarn.ru/articles/2000/067.pdf, accessed 05.07.2014. (in Russian).
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  1. In-text reference with the coordinate start=1029
    Prefix
    ‡Ú; ÓËÂÌÚËÓ‚‡ÌÌ ̊È ÏÛÎ ̧ÚË„‡Ù; ÍÓÌÚÂÍÒÚÌÓ-҂ӷӉ̇ˇ „‡ÏχÚË͇; —-„‡ÏχÚË͇; Ò·‡Î‡ÌÒËÓ‚‡ÌÌ ̊È ÔÛÚ ̧; ÔÓËÒÍ ‚ „ÎÛ·ËÌÛ ¬‚‰ÂÌË ¬ ÔÓÒΉÌË „Ó‰ ̊ ÍÓÌÚÂÍÒÚÌÓ-Ò‚Ó·Ó‰Ì ̊ „‡ÏχÚËÍË [1,2] ËÒÔÓÎ ̧ÁÛ ̨ÚÒˇ Ì ÚÓÎ ̧ÍÓ ‰Îˇ  ̄ÂÌˡ Ú‡‰ËˆËÓÌÌ ̊ı Á‡‰‡ ̃, Ò‚ˇÁ‡ÌÌ ̊ı Ò ÔÓÒÚÓÂÌËÂÏ Ë ‡Ì‡ÎËÁÓÏ ‡ÁÎË ̃Ì ̊ı ÙÓχΠ̧Ì ̊ı ˇÁ ̊ÍÓ‚ ̊ı ÍÓÌÒÚÛ͈ËÈ, ÌÓ Ë ‰Îˇ ‡Á‡·ÓÚÍË Ò‰ÒÚ‚ ÔÓËÒ͇ ËÌÙÓχˆËË ‚ ÒÂÚË Internet
    Exact
    [3]
    Suffix
    , ‡ Ú‡ÍÊ ‰Îˇ ÍÓÌÒÚÛËÓ‚‡Ìˡ ‡Î„ÓËÚÏÓ‚ ÛÔ‡‚ÎÂÌˡ Ó·ÓÚÂıÌË ̃ÂÒÍËÏË ÒËÒÚÂχÏË [4,5]. Õ‡ÔËÏÂ, ÔË ÒËÌÚÂÁ ‰‚ÛıÛÓ‚Ì‚ÓÈ ÒËÒÚÂÏ ̊ ÛÔ‡‚ÎÂÌˡ Ó·ÓÚÓÚÂıÌË ̃ÂÒÍÓÈ ÒËÒÚÂÏÓÈ —-„‡ÏχÚË͇ Ó͇Á‡Î‡Ò ̧ Û‰Ó·Ì ̊Ï ËÌÒÚÛÏÂÌÚÓÏ ‰Îˇ  ̄ÂÌˡ Á‡‰‡ ̃Ë ÎÓ„Ë ̃ÂÒÍÓ„Ó ÛÔ‡‚ÎÂÌˡ ̇ ‚ÂıÌÂÏ ÛÓ‚ÌÂ. ¬ [5] Ô‰ÎÓÊÂÌ ÔÓ‰ıÓ‰ Í  ̄ÂÌË ̨ Á‡‰‡ ̃ ÛÔ‡‚ÎÂÌˡ ÌÂÎËÌÂÈÌ ̊ÏË ÒËÒÚÂχÏË Ò ËÒÔÓÎ ̧ÁÓ‚‡ÌËÂÏ ÍÓÌ ̃Ì ̊ı ‡‚ÚÓχÚÓ‚.

4
Dantam N., Stilman M. The Motion Grammar: Analysis of a Linguistic Method for Robot Control.IEEE Transactions on Robotics, 2013, vol. 29, no. 3, pp. 704{718. DOI: 10.1109/TRO.2013.2239553
Total in-text references: 1
  1. In-text reference with the coordinate start=1111
    Prefix
    Ò·‡Î‡ÌÒËÓ‚‡ÌÌ ̊È ÔÛÚ ̧; ÔÓËÒÍ ‚ „ÎÛ·ËÌÛ ¬‚‰ÂÌË ¬ ÔÓÒΉÌË „Ó‰ ̊ ÍÓÌÚÂÍÒÚÌÓ-Ò‚Ó·Ó‰Ì ̊ „‡ÏχÚËÍË [1,2] ËÒÔÓÎ ̧ÁÛ ̨ÚÒˇ Ì ÚÓÎ ̧ÍÓ ‰Îˇ  ̄ÂÌˡ Ú‡‰ËˆËÓÌÌ ̊ı Á‡‰‡ ̃, Ò‚ˇÁ‡ÌÌ ̊ı Ò ÔÓÒÚÓÂÌËÂÏ Ë ‡Ì‡ÎËÁÓÏ ‡ÁÎË ̃Ì ̊ı ÙÓχΠ̧Ì ̊ı ˇÁ ̊ÍÓ‚ ̊ı ÍÓÌÒÚÛ͈ËÈ, ÌÓ Ë ‰Îˇ ‡Á‡·ÓÚÍË Ò‰ÒÚ‚ ÔÓËÒ͇ ËÌÙÓχˆËË ‚ ÒÂÚË Internet [3], ‡ Ú‡ÍÊ ‰Îˇ ÍÓÌÒÚÛËÓ‚‡Ìˡ ‡Î„ÓËÚÏÓ‚ ÛÔ‡‚ÎÂÌˡ Ó·ÓÚÂıÌË ̃ÂÒÍËÏË ÒËÒÚÂχÏË
    Exact
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    . Õ‡ÔËÏÂ, ÔË ÒËÌÚÂÁ ‰‚ÛıÛÓ‚Ì‚ÓÈ ÒËÒÚÂÏ ̊ ÛÔ‡‚ÎÂÌˡ Ó·ÓÚÓÚÂıÌË ̃ÂÒÍÓÈ ÒËÒÚÂÏÓÈ —-„‡ÏχÚË͇ Ó͇Á‡Î‡Ò ̧ Û‰Ó·Ì ̊Ï ËÌÒÚÛÏÂÌÚÓÏ ‰Îˇ  ̄ÂÌˡ Á‡‰‡ ̃Ë ÎÓ„Ë ̃ÂÒÍÓ„Ó ÛÔ‡‚ÎÂÌˡ ̇ ‚ÂıÌÂÏ ÛÓ‚ÌÂ. ¬ [5] Ô‰ÎÓÊÂÌ ÔÓ‰ıÓ‰ Í  ̄ÂÌË ̨ Á‡‰‡ ̃ ÛÔ‡‚ÎÂÌˡ ÌÂÎËÌÂÈÌ ̊ÏË ÒËÒÚÂχÏË Ò ËÒÔÓÎ ̧ÁÓ‚‡ÌËÂÏ ÍÓÌ ̃Ì ̊ı ‡‚ÚÓχÚÓ‚.

5
Frazzoli E., Dahleh M.A., Feron E. Maneuver-based motion planning for nonlinear systems with symmetries.IEEE Transactions on Robotics, 2005, vol. 21, no. 6, pp. 1077{1091. DOI: 10.1109/TRO.2005.852260
Total in-text references: 2
  1. In-text reference with the coordinate start=1111
    Prefix
    Ò·‡Î‡ÌÒËÓ‚‡ÌÌ ̊È ÔÛÚ ̧; ÔÓËÒÍ ‚ „ÎÛ·ËÌÛ ¬‚‰ÂÌË ¬ ÔÓÒΉÌË „Ó‰ ̊ ÍÓÌÚÂÍÒÚÌÓ-Ò‚Ó·Ó‰Ì ̊ „‡ÏχÚËÍË [1,2] ËÒÔÓÎ ̧ÁÛ ̨ÚÒˇ Ì ÚÓÎ ̧ÍÓ ‰Îˇ  ̄ÂÌˡ Ú‡‰ËˆËÓÌÌ ̊ı Á‡‰‡ ̃, Ò‚ˇÁ‡ÌÌ ̊ı Ò ÔÓÒÚÓÂÌËÂÏ Ë ‡Ì‡ÎËÁÓÏ ‡ÁÎË ̃Ì ̊ı ÙÓχΠ̧Ì ̊ı ˇÁ ̊ÍÓ‚ ̊ı ÍÓÌÒÚÛ͈ËÈ, ÌÓ Ë ‰Îˇ ‡Á‡·ÓÚÍË Ò‰ÒÚ‚ ÔÓËÒ͇ ËÌÙÓχˆËË ‚ ÒÂÚË Internet [3], ‡ Ú‡ÍÊ ‰Îˇ ÍÓÌÒÚÛËÓ‚‡Ìˡ ‡Î„ÓËÚÏÓ‚ ÛÔ‡‚ÎÂÌˡ Ó·ÓÚÂıÌË ̃ÂÒÍËÏË ÒËÒÚÂχÏË
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    . Õ‡ÔËÏÂ, ÔË ÒËÌÚÂÁ ‰‚ÛıÛÓ‚Ì‚ÓÈ ÒËÒÚÂÏ ̊ ÛÔ‡‚ÎÂÌˡ Ó·ÓÚÓÚÂıÌË ̃ÂÒÍÓÈ ÒËÒÚÂÏÓÈ —-„‡ÏχÚË͇ Ó͇Á‡Î‡Ò ̧ Û‰Ó·Ì ̊Ï ËÌÒÚÛÏÂÌÚÓÏ ‰Îˇ  ̄ÂÌˡ Á‡‰‡ ̃Ë ÎÓ„Ë ̃ÂÒÍÓ„Ó ÛÔ‡‚ÎÂÌˡ ̇ ‚ÂıÌÂÏ ÛÓ‚ÌÂ. ¬ [5] Ô‰ÎÓÊÂÌ ÔÓ‰ıÓ‰ Í  ̄ÂÌË ̨ Á‡‰‡ ̃ ÛÔ‡‚ÎÂÌˡ ÌÂÎËÌÂÈÌ ̊ÏË ÒËÒÚÂχÏË Ò ËÒÔÓÎ ̧ÁÓ‚‡ÌËÂÏ ÍÓÌ ̃Ì ̊ı ‡‚ÚÓχÚÓ‚.

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    Prefix
    ‡ÁÎË ̃Ì ̊ı ÙÓχΠ̧Ì ̊ı ˇÁ ̊ÍÓ‚ ̊ı ÍÓÌÒÚÛ͈ËÈ, ÌÓ Ë ‰Îˇ ‡Á‡·ÓÚÍË Ò‰ÒÚ‚ ÔÓËÒ͇ ËÌÙÓχˆËË ‚ ÒÂÚË Internet [3], ‡ Ú‡ÍÊ ‰Îˇ ÍÓÌÒÚÛËÓ‚‡Ìˡ ‡Î„ÓËÚÏÓ‚ ÛÔ‡‚ÎÂÌˡ Ó·ÓÚÂıÌË ̃ÂÒÍËÏË ÒËÒÚÂχÏË [4,5]. Õ‡ÔËÏÂ, ÔË ÒËÌÚÂÁ ‰‚ÛıÛÓ‚Ì‚ÓÈ ÒËÒÚÂÏ ̊ ÛÔ‡‚ÎÂÌˡ Ó·ÓÚÓÚÂıÌË ̃ÂÒÍÓÈ ÒËÒÚÂÏÓÈ —-„‡ÏχÚË͇ Ó͇Á‡Î‡Ò ̧ Û‰Ó·Ì ̊Ï ËÌÒÚÛÏÂÌÚÓÏ ‰Îˇ  ̄ÂÌˡ Á‡‰‡ ̃Ë ÎÓ„Ë ̃ÂÒÍÓ„Ó ÛÔ‡‚ÎÂÌˡ ̇ ‚ÂıÌÂÏ ÛÓ‚ÌÂ. ¬
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    Ô‰ÎÓÊÂÌ ÔÓ‰ıÓ‰ Í  ̄ÂÌË ̨ Á‡‰‡ ̃ ÛÔ‡‚ÎÂÌˡ ÌÂÎËÌÂÈÌ ̊ÏË ÒËÒÚÂχÏË Ò ËÒÔÓÎ ̧ÁÓ‚‡ÌËÂÏ ÍÓÌ ̃Ì ̊ı ‡‚ÚÓχÚÓ‚. ŒÚÏÂÚËÏ, ̃ÚÓ ÏÂÚÓ‰ ̇ıÓʉÂÌˡ ˇÁ ͇̊, ‰ÓÔÛÒ͇ÂÏÓ„Ó ÍÓÌ ̃Ì ̊Ï ‡‚ÚÓχÚÓÏ, ‡ Ú‡ÍÊ ÏÂÚÓ‰ ÔÓÒÚÓÂÌˡ ÒÓÓÚ‚ÂÚÒÚ‚Û ̨ ̆ÂÈ „ÛΡÌÓÈ „‡ÏχÚËÍË ıÓÓ ̄Ó ËÁ‚ÂÒÚÌ ̊ [1,2].

6
Belousov A.I., Tkachev S.B. [Presentation of push-down automation as oriented multigraphs]. Nauka i obrazovanie MGTU im. N.E. Baumana { Science and Education of the Bauman MSTU, 2012, no. 9. DOI:10.7463/0912.0460973(in Russian).
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  1. In-text reference with the coordinate start=2190
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    ‡Â, ÍÓ„‰‡ Ó· ̇ÂÍÚÓÏ ‡Ì‡ÎËÁ‡ ˇ‚ΡÂÚÒˇ Ãœ-‡‚ÚÓχÚ, ÏÂÚÓ‰ ÔÓÒÚÓÂÌˡ ÔÓ ÌÂÏÛ —-„‡ÏχÚËÍË Ú‡ÍÊ ËÁ‚ÂÒÚÂÌ [1,2], Ӊ̇ÍÓ ÔÓÎÛ ̃‡ ̨ ̆‡ˇÒˇ „‡ÏχÚË͇ ˇ‚ΡÂÚÒˇ ‚ÂÒ ̧χ „ÓÏÓÁ‰ÍÓÈ Ò ·ÓÎ ̧ ̄ËÏ ̃ËÒÎÓÏ ·ÂÒÔÓÎÂÁÌ ̊ı ÌÂÚÂÏË̇ÎÓ‚. œÓ·ÎÂχ ÓÔÚËÏËÁ‡ˆËË —-„‡ÏχÚËÍË, ÔÓÒÚÓÂÌÌÓÈ ÔÓ ÒËÒÚÂÏ ÍÓχ̉ Ãœ-‡‚ÚÓχڇ, ËÏÂÂÚ Ò‡ÏÓÒÚÓˇÚÂÎ ̧ÌÓ ÚÂÓÂÚË ̃ÂÒÍÓ Á̇ ̃ÂÌËÂ. ¬ ‰‡ÌÌÓÈ ‡·ÓÚÂ, ˇ‚Ρ ̨ ̆ÂÈÒˇ ÔÓ‰ÓÎÊÂÌËÂÏ ‡·ÓÚ ̊
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    [6]
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    , Ô‰·„‡ÂÚÒˇ ‡Î„ÓËÚÏ ÓÔÚËÏËÁ‡ˆËË —-„‡ÏχÚËÍË, ÔÓÒÚÓÂÌÌÓÈ ÔÓ ÒËÒÚÂÏ ÍÓχ̉ Ãœ-‡‚ÚÓχڇ. ‡Í ÔÓ͇Á‡ÌÓ ‚ [6], Ó‰ÌËÏ ËÁ Û‰Ó·Ì ̊ı ÒÔÓÒÓ·Ó‚ Ô‰ÒÚ‡‚ÎÂÌˡ Ãœ-‡‚ÚÓχڇ ˇ‚ΡÂÚÒˇ ‡ÁÏ ̃ÂÌÌ ̊È ÏÛÎ ̧ÚË„‡Ù.

  2. In-text reference with the coordinate start=2302
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    ‡ÍÓ ÔÓÎÛ ̃‡ ̨ ̆‡ˇÒˇ „‡ÏχÚË͇ ˇ‚ΡÂÚÒˇ ‚ÂÒ ̧χ „ÓÏÓÁ‰ÍÓÈ Ò ·ÓÎ ̧ ̄ËÏ ̃ËÒÎÓÏ ·ÂÒÔÓÎÂÁÌ ̊ı ÌÂÚÂÏË̇ÎÓ‚. œÓ·ÎÂχ ÓÔÚËÏËÁ‡ˆËË —-„‡ÏχÚËÍË, ÔÓÒÚÓÂÌÌÓÈ ÔÓ ÒËÒÚÂÏ ÍÓχ̉ Ãœ-‡‚ÚÓχڇ, ËÏÂÂÚ Ò‡ÏÓÒÚÓˇÚÂÎ ̧ÌÓ ÚÂÓÂÚË ̃ÂÒÍÓ Á̇ ̃ÂÌËÂ. ¬ ‰‡ÌÌÓÈ ‡·ÓÚÂ, ˇ‚Ρ ̨ ̆ÂÈÒˇ ÔÓ‰ÓÎÊÂÌËÂÏ ‡·ÓÚ ̊ [6], Ô‰·„‡ÂÚÒˇ ‡Î„ÓËÚÏ ÓÔÚËÏËÁ‡ˆËË —-„‡ÏχÚËÍË, ÔÓÒÚÓÂÌÌÓÈ ÔÓ ÒËÒÚÂÏ ÍÓχ̉ Ãœ-‡‚ÚÓχڇ. ‡Í ÔÓ͇Á‡ÌÓ ‚
    Exact
    [6]
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    , Ó‰ÌËÏ ËÁ Û‰Ó·Ì ̊ı ÒÔÓÒÓ·Ó‚ Ô‰ÒÚ‡‚ÎÂÌˡ Ãœ-‡‚ÚÓχڇ ˇ‚ΡÂÚÒˇ ‡ÁÏ ̃ÂÌÌ ̊È ÏÛÎ ̧ÚË„‡Ù. ¬ ÓÒÌÓ‚Â Ô‰·„‡ÂÏÓ„Ó ‡Î„ÓËÚχ ÓÔÚËÏËÁ‡ˆËË ÎÂÊËÚ ‡Î„ÓËÚÏ ÔÓËÒ͇ ÔÛÚÂÈ, ӷ·‰‡ ̨ ̆Ëı ÒÔˆˇΠ̧Ì ̊ÏË Ò‚ÓÈÒÚ‚‡ÏË, ‚ ÏÛÎ ̧ÚË„‡Ù Ü-‡‚ÚÓχڇ.

  3. In-text reference with the coordinate start=4855
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    “‡ÍËÏ Ó·‡ÁÓÏ, ÔÓ·ÎÂχ ÓÔÚËÏËÁ‡ˆËË —-„‡ÏχÚËÍË Á‡ÏÂÌˇÂÚÒˇ ÔÓ·ÎÂÏÓÈ ÔÂÓ·‡ÁÓ‚‡Ìˡ Í Ú·ÛÂÏÓÏÛ ‚Ë‰Û ÒËÒÚÂÏ ̊ ÍÓχ̉ Ãœ-‡‚ÚÓχڇ, ÌÓ ÒÓÓÚ‚ÂÚÒÚ‚Û ̨ ̆ËÈ ‡Î„ÓËÚÏ ‚ [7] Ì ‡ÒÒχÚË‚‡ÂÚÒˇ. 2. ŒÒÌÓ‚ÌÓÈ ÔË̈ËÔ ÓÔÚËÏËÁ‡ˆËË œÂÂȉÂÏ Í  ̄ÂÌË ̨ Á‡‰‡ ̃Ë ÓÔÚËÏËÁ‡ˆËË —-„‡ÏχÚËÍË Ò Ô‡‚Ë·ÏË ‚ˉ‡ (2). ¡Û‰ÂÏ Ô‰ÔÓ·„‡Ú ̧, ̃ÚÓ ‰Îˇ ‡Ì‡ÎËÁËÛÂÏÓ„Ó Ãœ-‡‚ÚÓχڇ ÔÓ ÏÂÚÓ‰Û, Ô‰ÎÓÊÂÌÌÓÏÛ ‚
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    , ÔÓÒÚÓÂÌ ÒÓÓÚ‚ÂÚÒÚ‚Û ̨ ̆ËÈ ÂÏÛ ÏÛÎ ̧ÚË„‡Ù, ‚ ÍÓÚÓÓÏ ‰Û„Â(q,r)ÏÛÎ ̧ÚË„‡Ù‡, ÒÓÓÚ‚ÂÚÒÚ‚Û ̨ ̆ÂÈ ÍÓχ̉ ‚ˉ‡ (1), ÔÓÒÚ‡‚ÎÂ̇ ‚ ÒÓÓÚ‚ÂÚÒÚ‚Ë ÏÂÚ͇ ‰Û„Ë(Z,a,γ). ŒÚÏÂÚËÏ, ̃ÚÓ ‰‡Î ‚Ò ̨‰Û ·Û‰ÂÏ ‡ÒÒχÚË‚‡Ú ̧ ‚ Ãœ-‡‚ÚÓχÚ ‰ÓÔÛÒÍ Ò ÔÛÒÚ ̊Ï Ï‡„‡ÁËÌÓÏ [1], Ú.

  4. In-text reference with the coordinate start=5298
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    ŒÚÏÂÚËÏ, ̃ÚÓ ‰‡Î ‚Ò ̨‰Û ·Û‰ÂÏ ‡ÒÒχÚË‚‡Ú ̧ ‚ Ãœ-‡‚ÚÓχÚ ‰ÓÔÛÒÍ Ò ÔÛÒÚ ̊Ï Ï‡„‡ÁËÌÓÏ [1], Ú.Â. ·Û‰ÂÏ Ò ̃ËÚ‡Ú ̧, ̃ÚÓ, ‰ÓÔÛÒ͇ˇ ˆÂÔÓ ̃ÍÛ ‚Ó ‚ıÓ‰ÌÓÏ ‡ÎÙ‡‚ËÚÂ, ‡‚ÚÓÏ‡Ú ÔËıÓ‰ËÚ ‚ Ó‰ÌÓ ËÁ Á‡ÍÎ ̨ ̃ËÚÂÎ ̧Ì ̊ı ÒÓÒÚÓˇÌËÈ Ò ÔÛÒÚ ̊Ï Ï‡„‡ÁËÌÓÏ. ¬ ̋ÚÓÏ ÒÎÛ ̃‡Â ‚ ÒËÎÛ ÂÁÛÎ ̧Ú‡ÚÓ‚ ‡·ÓÚ ̊
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    ‚ıӉ̇ˇ ˆÂÔÓ ͇̃ ÔË̇‰ÎÂÊËÚ ˇÁ ̊ÍÛ Ãœ-‡‚ÚÓχڇ ÚÓ„‰‡ Ë ÚÓÎ ̧ÍÓ ÚÓ„‰‡, ÍÓ„‰‡ Ó̇ ‚ ÏÛÎ ̧ÚË„‡Ù Ü-‡‚ÚÓχڇ ˇ‚ΡÂÚÒˇ ‚ıÓ‰ÌÓÈ ÏÂÚÍÓÈ Ú‡ÍÓ„Ó ÔÛÚË, ̇ ̃Ë̇ ̨ ̆„ÓÒˇ ÒÓ ÒÚ‡ÚÓ‚ÓÈ ‰Û„Ë, ̃ÚÓ Â„Ó ÔÓÒÎÂ‰Ìˇˇ ‰Û„‡ Á‡ıÓ‰ËÚ ‚ Á‡ÍÎ ̨ ̃ËÚÂÎ ̧ÌÓ ÒÓÒÚÓˇÌËÂ Ò ÔÛÒÚÓÈ Ï‡„‡ÁËÌÌÓÈ ÏÂÚÍÓÈ.

  5. In-text reference with the coordinate start=5637
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    ̊Ï Ï‡„‡ÁËÌÓÏ. ¬ ̋ÚÓÏ ÒÎÛ ̃‡Â ‚ ÒËÎÛ ÂÁÛÎ ̧Ú‡ÚÓ‚ ‡·ÓÚ ̊ [6] ‚ıӉ̇ˇ ˆÂÔÓ ͇̃ ÔË̇‰ÎÂÊËÚ ˇÁ ̊ÍÛ Ãœ-‡‚ÚÓχڇ ÚÓ„‰‡ Ë ÚÓÎ ̧ÍÓ ÚÓ„‰‡, ÍÓ„‰‡ Ó̇ ‚ ÏÛÎ ̧ÚË„‡Ù Ü-‡‚ÚÓχڇ ˇ‚ΡÂÚÒˇ ‚ıÓ‰ÌÓÈ ÏÂÚÍÓÈ Ú‡ÍÓ„Ó ÔÛÚË, ̇ ̃Ë̇ ̨ ̆„ÓÒˇ ÒÓ ÒÚ‡ÚÓ‚ÓÈ ‰Û„Ë, ̃ÚÓ Â„Ó ÔÓÒÎÂ‰Ìˇˇ ‰Û„‡ Á‡ıÓ‰ËÚ ‚ Á‡ÍÎ ̨ ̃ËÚÂÎ ̧ÌÓ ÒÓÒÚÓˇÌËÂ Ò ÔÛÒÚÓÈ Ï‡„‡ÁËÌÌÓÈ ÏÂÚÍÓÈ. ŒÚÏÂÚËÏ, ̃ÚÓ ‰Îˇ Û͇Á‡ÌÌÓ„Ó ÔÛÚË ÓÔ‰ÂÎÂ̇ χ„‡ÁËÌ̇ˇ ÏÂÚ͇
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    . À ̨·ÓÈ Ú‡ÍÓÈ ÔÛÚ ̧ ·Û‰ÂÏ Ì‡Á ̊‚‡Ú ̧ Ò·‡Î‡ÌÒËÓ‚‡ÌÌ ̊Ï. ÓÏ ÚÓ„Ó, ‡‰Ë Í‡ÚÍÓÒÚË, ÔÛÚ ̧, ̇ ̃Ë̇ ̨ ̆ËÈÒˇ ‰Û„ÓÈ, ËÒıÓ‰ˇ ̆ÂÈ ËÁ ‚Â ̄ËÌ ̊qÏÛÎ ̧ÚË„‡Ù‡ Ë Á‡Í‡Ì ̃Ë‚‡ ̨ ̆ËÈÒˇ ‰Û„ÓÈ, Á‡ıÓ‰ˇ ̆ÂÈ ‚ ‚Â ̄ËÌÛr, ·Û‰ÂÏ Ó·ÓÁ̇ ̃‡Ú ̧ Í‡Í ÔÛÚ ̧, ‚Â‰Û ̆ËÈ ËÁ ‚Â ̄ËÌ ̊ (ËÎË ÒÓÒÚÓˇÌˡ)q‚ ‚Â ̄ËÌÛ (ÒÓÒÚÓˇÌËÂ)r.

  6. In-text reference with the coordinate start=15655
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    ‡Ê‰‡ˇ ڇ͇ˇ ÔÂÚΡ ÓÚ‚Â ̃‡ÂÚ ÔÓˆÂÒÒÛ ̃ÚÂÌˡ ËÁ χ„‡ÁË̇ Ãœ-‡‚ÚÓχڇ. —‡ÏÓÒˆÂÔΡ ̨ ̆ËÂÒˇ ÍÓÌÚÛ ̊ (ÔÂÚÎË ‚ ÚÓÏ ̃ËÒÎÂ) ÔÓıÓ‰ˇÚÒˇ Ó‰ËÌ ‡Á. œÂÂıÓ‰ËÏ Í ÓÔËÒ‡ÌË ̨ ‡Î„ÓËÚχ. Õ‡ÔÓÏÌËÏ, ̃ÚÓ ÔÓÌˇÚË ҈ÂÔÎÂÌˡ χ„‡ÁËÌÌ ̊ı ÏÂÚÓÍ ‰Û„ Ë ÔÛÚÂÈ ‚‚‰ÂÌÓ ‚ ‡·ÓÚÂ
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    . œËÏÂ ̇ıÓʉÂÌˡ ÒˆÂÔÎÂÌˡ Ô˂‰ÂÌ ÌËÊ (ÒÏ. ÔËÏÂ4). Õ‡ ̃‡ÎÓ 1¬Ò ‰Û„Ë ÔÓÏÂÚËÚ ̧ Í‡Í ÌÓ‚ ̊Â; 2ƒÎˇ ‚ÒÂı ÒÚ‡ÚÓ‚ ̊ı ‰Û„‚ ̊ÔÓÎÌˇÚ ̧: ̇ ̃‡ÎÓ 3œÓÏÂÒÚËÚ ̧ ‚—“≈ ; 4≈ÒÎËχ„‡ÁËÌ̇ˇ ÏÂÚ͇ ‰Û„Ë Ì ÔÛÒÚ‡,ÚÓÒÌˇÚ ̧ ÓÚÏÂÚÍÛ "ÌÓ‚‡ˇ"; 5œÛÚ ̧ := ÒÚ‡ÚÓ‚‡ˇ ‰Û„‡; 6“ÂÍÛ ̆‡ˇ ÏÂÚ͇ := χ„‡ÁËÌ̇ˇ ÏÂÚ͇ ‰Û„Ë; 7“ÂÍÛ ̆‡ˇ ‰ÎË̇ := ‰ÎË̇(“ÂÍÛ ̆‡ˇ ÏÂÚ͇); 8ÃÂÚ͇ ÔÛÚË := “ÂÍÛ ̆‡ˇ ÏÂÚ͇; 9¬ ̊Á‚‡Ú ̧ Ôӈ‰ÛÛÃ≈“ ¿(œÛÚ ̧, “

  7. In-text reference with the coordinate start=21317
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    — ‰Û„ÓÈ ÒÚÓÓÌ ̊ [1], ‚ ̊‚Ó‰ËÏÓÒÚ ̧[q0Z0qf]`∗x, „‰Âx| ‚ıӉ̇ˇ ˆÂÔÓ ͇̃, ‡qf| Á‡ÍÎ ̨ ̃ËÚÂÎ ̧ÌÓ ÒÓÒÚÓˇÌË Ü-‡‚ÚÓχڇ, ËÏÂÂÚ ÏÂÒÚÓ ÚÓ„‰‡ Ë ÚÓÎ ̧ÍÓ ÚÓ„‰‡, ÍÓ„‰‡ ̇ ÏÌÓÊÂÒÚ‚Â ÍÓÌÙË„Û‡ˆËÈ Ãœ-‡‚ÚÓχڇ ËÏÂÂÚ ÏÂÒÚÓ ‚ ̊‚Ó‰ËÏÓÒÚ ̧ (q0,x,Z0)`∗(qf,λ,λ), ̃ÚÓ, ‚ Ò‚Ó ̨ Ó ̃Â‰ ̧, ‚ ÒËÎÛ ÂÁÛÎ ̧Ú‡ÚÓ‚ ‡·ÓÚ ̊
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    , ÓÁ̇ ̃‡ÂÚ ‡‚ÂÌÒÚ‚Ó ˆÂÔÓ ̃ÍËx‚ıÓ‰ÌÓÈ ÏÂÚÍ ÌÂÍÓÚÓÓ„Ó Ò·‡Î‡ÌÒËÓ‚‡ÌÌÓ„Ó ÔÛÚË ‚ ÏÛÎ ̧ÚË„‡Ù Ü-‡‚ÚÓχڇ, ‚Â‰Û ̆Â„Ó ËÁ ̇ ̃‡Î ̧ÌÓ„Ó ÒÓÒÚÓˇÌˡ ‚ Á‡ÍÎ ̨ ̃ËÚÂÎ ̧ÌÓÂ. œÓÒÍÓÎ ̧ÍÛ ÔË ÔÓÒÚÓÂÌËË ÓÔÚËÏËÁËÓ‚‡ÌÌÓÈ „‡ÏχÚËÍË Û ̃ËÚ ̊‚‡ ̨ÚÒˇ ‚Ò ڇÍË ÔÛÚË, ÚÓ Ó̇ ÔÓÓ‰ËÚ ‚Ò ˆÂÔÓ ̃ÍË, ‰ÓÔÛÒ͇ÂÏ ̊ Ü-‡‚ÚÓχÚÓÏ, Ë, ÒΉӂ‡ÚÂÎ ̧ÌÓ, ·Û‰ÂÚ ̋Í‚Ë‚‡ÎÂÌÚ̇ ËÒıÓ‰ÌÓÈ.

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Pentus A.E., Pentus M.R.Matematicheskaia teoria formal'nykh iazykov[The mathematical theory of formal languages]. Moscow, Internet-University of Information Technologies Publ.; BINOM. Laboratoria znanii Publ., 2006. 247 p. (in Russian).
Total in-text references: 2
  1. In-text reference with the coordinate start=4182
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    “‡ÍËÏ Ó·‡ÁÓÏ, ÔÓ Ó‰ÌÓÈ ÍÓχ̉ (1) ÒÚÓËÚÒˇ ÒËÒÚÂχ ËÁ|Q|kÔ‡‚ËÎ (2), ÔË ̃ÂÏ ÏÌÓ„Ë ËÁ ‚‚Ó‰ËÏ ̊ı Ú‡ÍËÏ Ó·‡ÁÓÏ ÌÂÚÂÏË̇ÎÓ‚-ÚÓÂÍ ‚ˉ‡[qXr]Ó͇Á ̊‚‡ ̨ÚÒˇ ·ÂÒÔÓÎÂÁÌ ̊ÏË. œÓ ̋ÚÓÏÛ Á̇ ̃ËÚÂÎ ̧Ì ̊È ËÌÚÂÂÒ Ô‰ÒÚ‡‚ΡÂÚ Á‡‰‡ ̃‡ ‡Á‡·ÓÚÍË ‡Î„ÓËÚχ, ÔÓÁ‚ÓΡ ̨ ̆Â„Ó ËÒÍÎ ̨ ̃‡Ú ̧ ËÁ ‡ÒÒÏÓÚÂÌˡ ·ÂÒÔÓÎÂÁÌ ̊ ÌÂÚÂÏË̇Π̊ Ë ÒÓÓÚ‚ÂÚÒÚ‚Û ̨ ̆Ë ËÏ —-Ô‡‚Ë· ̇ ̋Ú‡Ô ÔÓÒÚÓÂÌˡ —-„‡ÏχÚËÍË. ¬ ÔÓÒÓ·ËË
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    Ô˂‰ÂÌ ‡Î„ÓËÚÏ, ÔÓÁ‚ÓΡ ̨ ̆ËÈ ÔÓÎÛ ̃ËÚ ̧ ‚ÂÒ ̧χ ÔÓÒÚÛ ̨ —-„‡ÏχÚËÍÛ ÔÓ Á‡‰‡ÌÌÓÏÛ Ãœ-‡‚ÚÓχÚÛ. Œ‰Ì‡ÍÓ ‰Îˇ ËÒÔÓÎ ̧ÁÓ‚‡Ìˡ ̋ÚÓ„Ó ‡Î„ÓËÚχ Ô‰‚‡ËÚÂÎ ̧ÌÓ Ú·ÛÂÚÒˇ ÔÂÓ·‡ÁÓ‚‡Ú ̧ ÒËÒÚÂÏÛ ÍÓχ̉ Ãœ-‡‚ÚÓχڇ Í ÌÂÍÓÚÓÓÏÛ ÒÔˆˇΠ̧ÌÓÏÛ ‚ˉÛ.

  2. In-text reference with the coordinate start=4640
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    Œ‰Ì‡ÍÓ ‰Îˇ ËÒÔÓÎ ̧ÁÓ‚‡Ìˡ ̋ÚÓ„Ó ‡Î„ÓËÚχ Ô‰‚‡ËÚÂÎ ̧ÌÓ Ú·ÛÂÚÒˇ ÔÂÓ·‡ÁÓ‚‡Ú ̧ ÒËÒÚÂÏÛ ÍÓχ̉ Ãœ-‡‚ÚÓχڇ Í ÌÂÍÓÚÓÓÏÛ ÒÔˆˇΠ̧ÌÓÏÛ ‚ˉÛ. “‡ÍËÏ Ó·‡ÁÓÏ, ÔÓ·ÎÂχ ÓÔÚËÏËÁ‡ˆËË —-„‡ÏχÚËÍË Á‡ÏÂÌˇÂÚÒˇ ÔÓ·ÎÂÏÓÈ ÔÂÓ·‡ÁÓ‚‡Ìˡ Í Ú·ÛÂÏÓÏÛ ‚Ë‰Û ÒËÒÚÂÏ ̊ ÍÓχ̉ Ãœ-‡‚ÚÓχڇ, ÌÓ ÒÓÓÚ‚ÂÚÒÚ‚Û ̨ ̆ËÈ ‡Î„ÓËÚÏ ‚
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    Ì ‡ÒÒχÚË‚‡ÂÚÒˇ. 2. ŒÒÌÓ‚ÌÓÈ ÔË̈ËÔ ÓÔÚËÏËÁ‡ˆËË œÂÂȉÂÏ Í  ̄ÂÌË ̨ Á‡‰‡ ̃Ë ÓÔÚËÏËÁ‡ˆËË —-„‡ÏχÚËÍË Ò Ô‡‚Ë·ÏË ‚ˉ‡ (2). ¡Û‰ÂÏ Ô‰ÔÓ·„‡Ú ̧, ̃ÚÓ ‰Îˇ ‡Ì‡ÎËÁËÛÂÏÓ„Ó Ãœ-‡‚ÚÓχڇ ÔÓ ÏÂÚÓ‰Û, Ô‰ÎÓÊÂÌÌÓÏÛ ‚ [6], ÔÓÒÚÓÂÌ ÒÓÓÚ‚ÂÚÒÚ‚Û ̨ ̆ËÈ ÂÏÛ ÏÛÎ ̧ÚË„‡Ù, ‚ ÍÓÚÓÓÏ ‰Û„Â(q,r)ÏÛÎ ̧ÚË„‡Ù‡, ÒÓÓÚ‚ÂÚÒÚ‚Û ̨ ̆ÂÈ ÍÓχ̉ ‚ˉ‡ (1), ÔÓÒÚ‡‚ÎÂ̇ ‚ ÒÓÓÚ‚ÂÚÒÚ‚Ë ÏÂÚ͇ ‰Û„Ë(Z,a,γ).