| Àâòîð | Òèï | Êàòåãîðèÿ | Ïóáëèêàöèÿ | Ðåäàêöèÿ |
|---|---|---|---|---|
| Ïðîô. ä-ð Ãþðõàí Õþñåèíîâ Íåäæèáîâ |  íàó÷íî ñïèñàíèå | Öèòèðàíèÿ | Nedzhibov, G.H., Hasanov, V.I. & Petkov, M.G. On some families of multi-point iterative methods for solving nonlinear equations. Numer Algor 42, 127–136 (2006). https://doi.org/10.1007/s11075-006-9027-5 ÖÈÒÈÐÀÍÀ Â: Raziyeh Erfanifar, Masoud Hajarian, Weight splitting iteration methods to solve quadratic nonlinear matrix equation MY2+NY+P=0, Journal of the Franklin Institute, Volume 360, Issue 3, 2023, Pages 1904-1928, ISSN 0016-0032, https://doi.org/10.1016/j.jfranklin.2022.12.005. | 27.01.2024 |
| Ïðîô. ä-ð Ãþðõàí Õþñåèíîâ Íåäæèáîâ |  íàó÷íî ñïèñàíèå | Öèòèðàíèÿ | Nedzhibov, G.H., Hasanov, V.I. & Petkov, M.G. On some families of multi-point iterative methods for solving nonlinear equations. Numer Algor 42, 127–136 (2006). https://doi.org/10.1007/s11075-006-9027-5 ÖÈÒÈÐÀÍÀ Â: Raziyeh Erfanifar, Masoud Hajarian, Developing HSS iteration schemes for solving the quadratic matrix equation, IET Control Theory & Applications, 2023, https://doi.org/10.1049/cth2.12585 | 27.01.2024 |
| Ïðîô. ä-ð Ãþðõàí Õþñåèíîâ Íåäæèáîâ | Ñ èìïàêò ôàêòîð | Öèòèðàíèÿ | G.H. Nedzhibov, On a few Iterative methods for Solving Nonlinear Equations, In: Applications of mathematics in engineering and economics, Bulvest-2000, Sofia, (2003), pp. 56–64 ÖÈÒÈÐÀÍÀ Â: Ramzan, S.; Awan, M.U.; Dragomir, S.S.; Bin-Mohsin, B.; Noor, M.A. Analysis and Applications of Some New Fractional Integral Inequalities. Fractal Fract. 2023, 7, 797. https://doi.org/10.3390/fractalfract7110797 | 27.01.2024 |
| Ïðîô. ä-ð Ãþðõàí Õþñåèíîâ Íåäæèáîâ |  íàó÷íî ñïèñàíèå | Öèòèðàíèÿ | Nedzhibov, G., Iterative methods for simultaneous computing arbitrary number of multiple zeros of nonlinear equations, Int. J. Comput. Math., 90(5), pp.994-1007, (2013) ÖÈÒÈÐÀÍÀ Â: Shams, M., Kausar, N., Araci, S., Kong, L., & Carpentieri, B. (2024). Highly Efficient Family of Two-Step Simultaneous Method for All Polynomial Roots. AIMS Mathematics, 9(1), 1755–1771. https://doi.org/10.3934/math.2024085 | 27.01.2024 |
| Ïðîô. ä-ð Ãþðõàí Õþñåèíîâ Íåäæèáîâ |  íàó÷íî ñïèñàíèå | Öèòèðàíèÿ | Nedzhibov, G., Iterative methods for simultaneous computing arbitrary number of multiple zeros of nonlinear equations, Int. J. Comput. Math., 90(5), pp.994-1007, (2013) ÖÈÒÈÐÀÍÀ Â: Mudassir Shams , Nasreen Kausar , Serkan Araci and Georgia Irina Oros, Numerical scheme for estimating all roots of non-linear equations with applications, AIMS Mathematics, 8(10): 23603–23620, DOI: 10.3934/math.20231200 | 27.01.2024 |
| Ïðîô. ä-ð Ãþðõàí Õþñåèíîâ Íåäæèáîâ | Ñ èìïàêò ôàêòîð | Öèòèðàíèÿ | Nedzhibov, G., Iterative methods for simultaneous computing arbitrary number of multiple zeros of nonlinear equations, Int. J. Comput. Math., 90(5), pp.994-1007, (2013) ÖÈÒÈÐÀÍÀ Â: Shams, M.; Carpentieri, B. On Highly Efficient Fractional Numerical Method for Solving Nonlinear Engineering Models. Mathematics 2023, 11, 4914. https://doi.org/10.3390/math11244914 | 27.01.2024 |
| Ïðîô. ä-ð Ãþðõàí Õþñåèíîâ Íåäæèáîâ |  íàó÷íî ñïèñàíèå | Öèòèðàíèÿ | Borislav Stoyanov and Gyurhan Nedzhibov, Symmetric Key Encryption Based on Rotation-Translation Equation, Symmetry 2020, 12(1), 73. https://doi.org/10.3390/sym12010073 Öèòèðàíà â: B Kaushik, V Malik, V Saroha, A Review Paper on Data Encryption and Decryption, International Journal for Research in Applied Science & Engineering Technology (IJRASET) ISSN: 2321-9653; Apr 2023, https://doi.org/10.22214/ijraset.2023.50101. | 27.01.2024 |
| Ïðîô. ä-ð Ãþðõàí Õþñåèíîâ Íåäæèáîâ |  íàó÷íî ñïèñàíèå | Öèòèðàíèÿ | Borislav Stoyanov and Gyurhan Nedzhibov, Symmetric Key Encryption Based on Rotation-Translation Equation, Symmetry 2020, 12(1), 73. https://doi.org/10.3390/sym12010073 Öèòèðàíà â: Fursan Thabit, Ozgu Can, Asia Othman Aljahdali, Ghaleb H. Al-Gaphari, Hoda A. Alkhzaimi, Cryptography Algorithms for Enhancing IoT Security, Internet of Things, Volume 22, 2023, https://doi.org/10.1016/j.iot.2023.100759. | 27.01.2024 |
| Ïðîô. ä-ð Ãþðõàí Õþñåèíîâ Íåäæèáîâ |  íàó÷íî ñïèñàíèå | Öèòèðàíèÿ | Borislav Stoyanov and Gyurhan Nedzhibov, Symmetric Key Encryption Based on Rotation-Translation Equation, Symmetry 2020, 12(1), 73. https://doi.org/10.3390/sym12010073 Öèòèðàíà â: Fursan Thabit, Ozgu Can, Asia Othman Aljahdali, Ghaleb H. Al-Gaphari, Hoda A. Alkhzaimi, Cryptography Algorithms for Enhancing IoT Security, Internet of Things, Volume 22, 2023, https://doi.org/10.1016/j.iot.2023.100759. | 27.01.2024 |
| Ïðîô. ä-ð Ãþðõàí Õþñåèíîâ Íåäæèáîâ |  íàó÷íî ñïèñàíèå | Öèòèðàíèÿ | Borislav Stoyanov and Gyurhan Nedzhibov, Symmetric Key Encryption Based on Rotation-Translation Equation, Symmetry 2020, 12(1), 73. https://doi.org/10.3390/sym12010073 Öèòèðàíà â: K. R. Ramkumar, T. Hasija, B. Singh, A. Kaur and S. K. Mittal, \"Key Generation using Curve Fitting for Polynomial based Cryptography,\" 2023 7th International Conference on Trends in Electronics and Informatics (ICOEI), Tirunelveli, India, 2023, pp. 591-596, doi: 10.1109/ICOEI56765.2023.10125901. | 27.01.2024 |
| Ïðîô. ä-ð Ãþðõàí Õþñåèíîâ Íåäæèáîâ | Ñ èìïàêò ôàêòîð | Öèòèðàíèÿ | Borislav Stoyanov and Gyurhan Nedzhibov, Symmetric Key Encryption Based on Rotation-Translation Equation, Symmetry 2020, 12(1), 73. https://doi.org/10.3390/sym12010073 Öèòèðàíà â: T. Hasija, K. R. Ramkumar, B. Singh, A. Kaur and S. K. Mittal, \"A new Polynomial based Symmetric Key Algorithm using Polynomial Interpolation Methods,\" 2023 IEEE 12th International Conference on Communication Systems and Network Technologies (CSNT), Bhopal, India, 2023, pp. 675-681, doi: 10.1109/CSNT57126.2023.10134686. | 27.01.2024 |
| Ïðîô. ä-ð Ãþðõàí Õþñåèíîâ Íåäæèáîâ | Ñ èìïàêò ôàêòîð | Öèòèðàíèÿ | Borislav Stoyanov and Gyurhan Nedzhibov, Symmetric Key Encryption Based on Rotation-Translation Equation, Symmetry 2020, 12(1), 73. https://doi.org/10.3390/sym12010073 Öèòèðàíà â: S. Liu, Y. Li and Z. Jin, \"Research on Enhanced AES Algorithm Based on Key Operations,\" 2023 IEEE 5th International Conference on Civil Aviation Safety and Information Technology (ICCASIT), Dali, China, 2023, pp. 318-322, doi: 10.1109/ICCASIT58768.2023.10351719. | 27.01.2024 |
| Ïðîô. ä-ð Ãþðõàí Õþñåèíîâ Íåäæèáîâ |  íàó÷íî ñïèñàíèå | Öèòèðàíèÿ | V.I. Hasanov, I.G. Ivanov, G. Nedzhibov, A New Modification of Newton’s Method, Appl. Math. Eng., 27 (2002) 278-286 ÖÈÒÈÐÀÍÀ Â: Supriadi Putra, M Imran, Ayunda Putri, Rike Marjulisa, Variant of Trapezoidal-Newton Method for Solving Nonlinear Equations and its Dynamics, IJQRM, Vol 4, No 4 (2023). DOI: https://doi.org/10.46336/ijqrm.v4i4.539 | 27.01.2024 |
| Ïðîô. ä-ð Ãþðõàí Õþñåèíîâ Íåäæèáîâ | Ñ èìïàêò ôàêòîð | Öèòèðàíèÿ | V.I. Hasanov, I.G. Ivanov, G. Nedzhibov, A New Modification of Newton’s Method, Appl. Math. Eng., 27 (2002) 278-286 ÖÈÒÈÐÀÍÀ Â: Buddhi Prasad Sapkota, Jivandhar Jnawali, New Variants of Newton’s Method for Solving Nonlinear Equations. (2023). European Journal of Pure and Applied Mathematics, 16(4), 2419-2430. https://doi.org/10.29020/nybg.ejpam.v16i4.4951 | 27.01.2024 |
| Ïðîô. ä-ð Ãþðõàí Õþñåèíîâ Íåäæèáîâ | Ñ èìïàêò ôàêòîð | Öèòèðàíèÿ | V.I. Hasanov, I.G. Ivanov, G. Nedzhibov, A New Modification of Newton’s Method, Appl. Math. Eng., 27 (2002) 278-286 ÖÈÒÈÐÀÍÀ Â: Ramzan, S.; Awan, M.U.; Dragomir, S.S.; Bin-Mohsin, B.; Noor, M.A. Analysis and Applications of Some New Fractional Integral Inequalities. Fractal Fract. 2023, 7, 797. https://doi.org/10.3390/fractalfract7110797 | 27.01.2024 |
| Ïðîô. ä-ð Ãþðõàí Õþñåèíîâ Íåäæèáîâ | Ñ èìïàêò ôàêòîð | Ñòàòèè | Nedzhibov, G., Dynamic mode decomposition: an alternative algorithm for full-rank datasets, Applicationes Mathematicae 50 (2023), 55-65; DOI: 10.4064/am2465-4-2023 (Scopus SJR 0.3) | 27.01.2024 |
| Ïðîô. ä-ð Ãþðõàí Õþñåèíîâ Íåäæèáîâ | Ñ èìïàêò ôàêòîð | Ñòàòèè | Stoyanov, B.; Nedzhibov, G.; Dobrev, D.; Ivanova, T. Application of Decimated Mathematical Equations and Polynomial Root-Finding Method in Protection of Text Messages. Mathematics 2023, 11, 4982. https://doi.org/10.3390/math11244982 (Scopus SJR 3.5) | 27.01.2024 |
| Ïðîô. ä-ð Ãþðõàí Õþñåèíîâ Íåäæèáîâ | Ñ èìïàêò ôàêòîð | Ñòàòèè | Nedzhibov, G., An Improved Approach for Implementing Dynamic Mode Decomposition with Control. Computation 2023, 11, 201. https://doi.org/10.3390/computation11100201 (Scopus SJR 0.389) | 27.01.2024 |
| Ïðîô. ä-ð Ãþðõàí Õþñåèíîâ Íåäæèáîâ | Ñ èìïàêò ôàêòîð | Ñòàòèè | Nedzhibov, G., Extended Online DMD and Weighted Modifications for Streaming Data Analysis. Computation 2023, 11, 114. https://doi.org/10.3390/computation11060114 (Scopus SJR 0.389) | 27.01.2024 |
| Ïðîô. ä-ð Ãþðõàí Õþñåèíîâ Íåäæèáîâ | Äðóãè | Ó÷åáíèöè | Ã.Õ. Íåäæèáîâ, Âúâåäåíèå â ìàòåìàòè÷åñêîòî ìîäåëèðàíå ñ ÷èñëåíè ìåòîäè, Óíèâ. èçä. \"Åïèñêîï Êîíñòàíòèí Ïðåñëàâñêè\", p.151, Øóìåí, (2011). | 27.01.2024 |
| Ïðîô. ä.è.í. . Áèñåð Õðèñòîâ Ãåîðãèåâ | Äðóãè | Äðóãè ïóáëèêàöèè | ïðîô. ä.è.í. Áèñåð Ãåîðãèåâ. Ó÷àñòèå â ðàäèîïðåäàâàíå \"Áóíòúò íà ìàñèòå - Âîéíèøêîòî âúñòàíèå\". ÁÍÐ. Ïðîãðàìà \"Õðèñòî Áîòåâ\". 27 ñåïòåìâðè 2023 ã. | 27.01.2024 |
| Ïðîô. ä.è.í. . Áèñåð Õðèñòîâ Ãåîðãèåâ | Äðóãè | Äîêëàäè | ïðîô. ä.è.í. Áèñåð Ãåîðãèåâ . Øóìåíñêèé óíèâåðñèòåò „Åïèñêîï Êîíñòàíòèí Ïðåñëàâñêèé”, Áîëãàðèÿ, ã. Øóìåí. Ïî÷åìó Áîëãàðèÿ íå îáúÿâèëà âîéíó è íå ïðîðâàëà ñâîè äèïëîìàòè÷åñêèå îòíîøåíèÿ ñ Ñîåäèíååííûìè øòàòàìè Àìåðèêè âî âðåìÿ Ïåðâîé ìèðîâîé âîéíû (íà îñíîâå íîââûõ äîêêóìåíòîâ èç àðõèâà ä-ðà Â. Ðàäîñëàâîâà). - II Ïèñàðåâñêèå ÷òåíèÿ. Ìîñêâà, 16-17 íîåìâðè 2023 ã. | 27.01.2024 |
| Ïðîô. ä.è.í. . Áèñåð Õðèñòîâ Ãåîðãèåâ | Äðóãè | Äîêëàäè | Ïðîô. äèí Áèñåð Ãåîðãèåâ (Øóìåíñêè óíèâåðñèòåò „Åïèñêîï Êîíñòàíòèí Ïðåñëàâñêè”). Ëèáåðàëíàòà ïàðòèÿ è Èëèíäåíñêî-Ïðåîáðàæåíñêîòî âúñòàíèå. - ÍÀÓ×ÍÀ ÊÎÍÔÅÐÅÍÖÈß ÁÚËÃÀÐÑÊÈßÒ ÈËÈÍÄÅÍ (1903). 120 ãîäèíè îò Èëèíäåíñêî-Ïðåîáðàæåíñêîòî âúñòàíèå. Âàðíà, 22 àïðèë 2023 ã. Ðàäèî Âàðíà. | 27.01.2024 |
| Ïðîô. ä.è.í. . Áèñåð Õðèñòîâ Ãåîðãèåâ | Äðóãè | Äîêëàäè | Ïðîô. ä.è.í. Áèñåð Ãåîðãèåâ (Øóìåíñêè óíèâåðñèòåò „Åïèñêîï Êîíñòàíòèí Ïðåñëàâñêè”). Îòíîøåíèÿòà íà ä-ð Âàñèë Ðàäîñëàâîâ ñ âîäà÷è íà íàöèîíàëíî-ðåâîëþöèîííîòî äâèæåíèå â Ìàêåäîíèÿ è Îäðèíñêî îò êðàÿ íà XIX âåê äî êðàÿ íà Ïúðâàòà ñâåòîâíà âîéíà. - ÍÀÓ×ÍÀ ÊÎÍÔÅÐÅÍÖÈß 130 ÃÎÄÈÍÈ ÎÒ ÍÀ×ÀËÎÒÎ ÍÀ ÎÐÃÀÍÈÇÈÐÀÍÎÒÎ ÎÑÂÎÁÎÄÈÒÅËÍÎ ÄÂÈÆÅÍÈÅ ÍÀ ÌÀÊÅÄÎÍÑÊÈÒÅ È ÒÐÀÊÈÉÑÊÈÒÅ ÁÚËÃÀÐÈ. Âàðíà, 18 íîåìâðè 2023 ã. Ðàäèî Âàðíà. | 27.01.2024 |
| Ïðîô. ä.è.í. . Áèñåð Õðèñòîâ Ãåîðãèåâ | Ñ èìïàêò ôàêòîð | Öèòèðàíèÿ | Ãåîðãèåâ, Á. Ìèðàæúò çà „Âåëèêà Áúëãàðèÿ”. Æèâîòúò è äåéíîñòòà íà ä-ð Âàñèë Ðàäîñëàâîâ (1854–1929). Âòîðî äîïúëíåíî è ïðåðàáîòåíî èçäàíèå. Èçäàòåëñòâî „Èâèñ”. Â. Òúðíîâî, 2021. Öèò. îò Ïúðâàíîâà, Ð. Ä-ð Âàñèë Ðàäîñëàâîâ – ìàêñèìàëèñò è àâàíòþðèñò. Ðåä. íà êíèãàòà: Áèñåð Ãåîðãèåâ. Ìèðàæúò çà „Âåëèêà Áúëãàðèÿ”. Âòîðî äîïúëíåíî è ïðåðàáîòåíî èçäàíèå. Â. Òúðíîâî. ÈÂÈÑ, 2021. – Èñòîð÷åñêè ïðåãëåä, 2023, êí. 4, ñ. 175-180. | 27.01.2024 |
| Ïðîô. ä.è.í. . Áèñåð Õðèñòîâ Ãåîðãèåâ | Ñ èìïàêò ôàêòîð | Öèòèðàíèÿ | Ãåîðãèåâ, Á. Ìèðàæúò çà „Âåëèêà Áúëãàðèÿ”. Æèâîòúò è äåéíîñòòà íà ä-ð Âàñèë Ðàäîñëàâîâ (1854–1929). Âòîðî äîïúëíåíî è ïðåðàáîòåíî èçäàíèå. Èçäàòåëñòâî „Èâèñ”. Â. Òúðíîâî, 2021, ñ. 27. Öèò. îò Èâàíîâ, Äåíèñ. Îáó÷åíèåòî íà Èâàí Äðàñîâ â Ïèñåê è Ïðàãà. – Èñòîðèÿ, 2023, êí. 2, ñ. 174. | 27.01.2024 |
| Ïðîô. ä.è.í. . Áèñåð Õðèñòîâ Ãåîðãèåâ | Ñ èìïàêò ôàêòîð | Öèòèðàíèÿ | Ãåîðãèåâ, Á. Ìèðàæúò çà „Âåëèêà Áúëãàðèÿ”. Æèâîòúò è äåéíîñòòà íà ä-ð Â. Ðàäîñëàâîâ (1854–1929). Â. Òúðíîâî, 2016, ñ. 25-26. Öèò. îò Èâàíîâ, Äåíèñ. Îáó÷åíèåòî íà Èâàí Äðàñîâ â Ïèñåê è Ïðàãà. – Èñòîðèÿ, 2023, êí. 2, ñ. 174. | 27.01.2024 |
| Ïðîô. ä.è.í. . Áèñåð Õðèñòîâ Ãåîðãèåâ |  ãîäèøíèê | Öèòèðàíèÿ | Ãåîðãèåâ, Á. Ïîëèòè÷åñêèòå ñèëè è áúëãàðñêèÿ íàöèîíàëåí âúïðîñ (1885-1912 ã.). Öèò. îò Òðàéêîâà, Â. Âúçõîäúò è ïàäåíèåòî íà áúëãàðñêèòå ñëåäîñâîáîæäåíñêè åëèòè ïðè îòñòîÿâàíåòî íà íàöèîíàëíàòà êàóçà äî Áàëêàíñêèòå âîéíè.  òúðñåíå íà ïðè÷èíèòå è ôàêòîðèòå çà ïðîâàëà ïðåç 1913 ã. – Èçòî÷åí âúïðîñ – Áúëãàðñêè âúïðîñ – Ìàêåäîíñêè âúïðîñ. Ñáîðíèê äîêëàäè îò íàó÷íàòà êîíôåðåíöèÿ, ïðîâåäåíà âúâ Âàðíà, 19 àïðèë 1922 ã. Âàðíà, 2023, ñ. 233. | 27.01.2024 |
| Ïðîô. ä.è.í. . Áèñåð Õðèñòîâ Ãåîðãèåâ |  ñáîðíèê | Öèòèðàíèÿ | Ãåîðãèåâ, Á. Ìëàäîëèáåðàëíàòà ïàðòèÿ â Êíÿæåñòâî Áúëãàðèÿ. Â. Òúðíîâî, 2010, ñ. 215, 240-244. Öèò. îò Òðàéêîâà, Â. Âúçõîäúò è ïàäåíèåòî íà áúëãàðñêèòå ñëåäîñâîáîæäåíñêè åëèòè ïðè îòñòîÿâàíåòî íà íàöèîíàëíàòà êàóçà äî Áàëêàíñêèòå âîéíè.  òúðñåíå íà ïðè÷èíèòå è ôàêòîðèòå çà ïðîâàëà ïðåç 1913 ã. – Èçòî÷åí âúïðîñ – Áúëãàðñêè âúïðîñ – Ìàêåäîíñêè âúïðîñ. Ñáîðíèê äîêëàäè îò íàó÷íàòà êîíôåðåíöèÿ, ïðîâåäåíà âúâ Âàðíà, 19 àïðèë 1922 ã. Âàðíà, 2023, ñ. 233. | 27.01.2024 |
| Ïðîô. ä.è.í. . Áèñåð Õðèñòîâ Ãåîðãèåâ |  ñáîðíèê | Öèòèðàíèÿ | Ãåîðãèåâ, Á. Ëèáåðàëíàòà (ðàäîñëàâèñòêà) ïàðòèÿ. Íà âëàñò è â îïîçèöèÿ (1899–1908). èçä. Ïëåÿäà. Ñîôèÿ, 2007, ñ. 62-63. Öèò. îò Òðàéêîâà, Â. Âúçõîäúò è ïàäåíèåòî íà áúëãàðñêèòå ñëåäîñâîáîæäåíñêè åëèòè ïðè îòñòîÿâàíåòî íà íàöèîíàëíàòà êàóçà äî Áàëêàíñêèòå âîéíè.  òúðñåíå íà ïðè÷èíèòå è ôàêòîðèòå çà ïðîâàëà ïðåç 1913 ã. – Èçòî÷åí âúïðîñ – Áúëãàðñêè âúïðîñ – Ìàêåäîíñêè âúïðîñ. Ñáîðíèê äîêëàäè îò íàó÷íàòà êîíôåðåíöèÿ, ïðîâåäåíà âúâ Âàðíà, 19 àïðèë 1922 ã. Âàðíà, 2023, ñ. 233. | 27.01.2024 |
| Ïðîô. ä.è.í. . Áèñåð Õðèñòîâ Ãåîðãèåâ |  ñáîðíèê | Öèòèðàíèÿ | Ãåîðãèåâ, Á. Ìëàäîëèáåðàëíàòà ïàðòèÿ è áúëãàðñêèÿ íàöèîíàëåí âúïðîñ (1904–1908) – Ñáîðíèê â ÷åñò íà 70-ãîäèøíèíàòà íà ïðîô. ä.è.í Äèìèòúð Èãíàòîâñêè. Øóìåí, 2011, ñ. 445, 464. Öèò. îò Òðàéêîâà, Â. Âúçõîäúò è ïàäåíèåòî íà áúëãàðñêèòå ñëåäîñâîáîæäåíñêè åëèòè ïðè îòñòîÿâàíåòî íà íàöèîíàëíàòà êàóçà äî Áàëêàíñêèòå âîéíè.  òúðñåíå íà ïðè÷èíèòå è ôàêòîðèòå çà ïðîâàëà ïðåç 1913 ã. – Èçòî÷åí âúïðîñ – Áúëãàðñêè âúïðîñ – Ìàêåäîíñêè âúïðîñ. Ñáîðíèê äîêëàäè îò íàó÷íàòà êîíôåðåíöèÿ, ïðîâåäåíà âúâ Âàðíà, 19 àïðèë 1922 ã. Âàðíà, 2023, ñ. 234. | 27.01.2024 |
| Ïðîô. ä.è.í. . Áèñåð Õðèñòîâ Ãåîðãèåâ |  ñáîðíèê | Öèòèðàíèÿ | Ãåîðãèåâ, Á. Ìèðàæúò çà „Âåëèêà Áúëãàðèÿ”. Æèâîòúò è äåéíîñòòà íà ä-ð Âàñèë Ðàäîñëàâîâ (1854–1929). Âòîðî äîïúëíåíî è ïðåðàáîòåíî èçäàíèå. Èçäàòåëñòâî „Èâèñ”. Â. Òúðíîâî, 2021. Öèò. îò Òðàéêîâà, Â. Âúçõîäúò è ïàäåíèåòî íà áúëãàðñêèòå ñëåäîñâîáîæäåíñêè åëèòè ïðè îòñòîÿâàíåòî íà íàöèîíàëíàòà êàóçà äî Áàëêàíñêèòå âîéíè.  òúðñåíå íà ïðè÷èíèòå è ôàêòîðèòå çà ïðîâàëà ïðåç 1913 ã. – Èçòî÷åí âúïðîñ – Áúëãàðñêè âúïðîñ – Ìàêåäîíñêè âúïðîñ. Ñáîðíèê äîêëàäè îò íàó÷íàòà êîíôåðåíöèÿ, ïðîâåäåíà âúâ Âàðíà, 19 àïðèë 1922 ã. Âàðíà, 2023, ñ. 236. | 27.01.2024 |
| Ïðîô. ä.è.í. . Áèñåð Õðèñòîâ Ãåîðãèåâ |  ñáîðíèê | Öèòèðàíèÿ | Ãåîðãèåâ, Á. Ìèðàæúò çà „Âåëèêà Áúëãàðèÿ”. Æèâîòúò è äåéíîñòòà íà ä-ð Âàñèë Ðàäîñëàâîâ (1854–1929). Âòîðî äîïúëíåíî è ïðåðàáîòåíî èçäàíèå. Èçäàòåëñòâî „Èâèñ”. Â. Òúðíîâî, 2021. Öèò. îò Òðàéêîâà, Â. Âúçõîäúò è ïàäåíèåòî íà áúëãàðñêèòå ñëåäîñâîáîæäåíñêè åëèòè ïðè îòñòîÿâàíåòî íà íàöèîíàëíàòà êàóçà äî Áàëêàíñêèòå âîéíè.  òúðñåíå íà ïðè÷èíèòå è ôàêòîðèòå çà ïðîâàëà ïðåç 1913 ã. – Èçòî÷åí âúïðîñ – Áúëãàðñêè âúïðîñ – Ìàêåäîíñêè âúïðîñ. Ñáîðíèê äîêëàäè îò íàó÷íàòà êîíôåðåíöèÿ, ïðîâåäåíà âúâ Âàðíà, 19 àïðèë 1922 ã. Âàðíà, 2023, ñ. 236 | 27.01.2024 |
| Ïðîô. ä.è.í. . Áèñåð Õðèñòîâ Ãåîðãèåâ | Ñ èìïàêò ôàêòîð | Ïóáëèêóâàíè ðåöåíçèè, ñòàíîâèùà è îòçèâè â íàó÷íè/àêàäåìè÷íè ñïèñàíèÿ | Ãåîðãèåâ, Á. – Èñòîðè÷åñêè ïîãëåä âúðõó àêòóàëíàòà ïîëèòè÷åñêà ïðîáëåìà. Ôèðìèëèàíîâûé âúïðîñ. (Áèñåð Ãåîðãèåâ – Èñòîðè÷åñêè ïîãëåä âúðõó åäèí àêòóàëåí ïîëèòè÷åñêè ïðîáëåì. Ôèðìèëèàíñêèÿò âúïðîñ). – Bulgarian Historical Review, 2023, êí. 1-2, ñ. 225-233. [Ìèëêî Ïàëàíãóðñêè. Ôèðìèëèàíîâèÿò âúïðîñ – äóõîâíàòà áèòêà çà „âðàòàòà” íà Ìàêåäîíèÿ (1897-1902 ã. Óíèâåðñèòåòñêî èçäàòåëñòâî „Ñâ. ñâ. Êèðèë è Ìåòîäèé”. Â. Òúðíîâî, 2021, 115 ñ. (ðåöåíçèÿ íà ðóñêè åçèê, ïðèåòà çà ïå÷àò â BULGARIAN HISTORICAL REVIEW”. ISSN 0204-8906]. | 27.01.2024 |
| Ïðîô. ä.è.í. . Áèñåð Õðèñòîâ Ãåîðãèåâ | Ñ èìïàêò ôàêòîð | Ïóáëèêóâàíè ðåöåíçèè, ñòàíîâèùà è îòçèâè â íàó÷íè/àêàäåìè÷íè ñïèñàíèÿ | Ãåîðãèåâ, Á. – Èñòîðè÷åñêè ïîãëåä âúðõó àêòóàëíàòà ïîëèòè÷åñêà ïðîáëåìà. Ôèðìèëèàíîâûé âúïðîñ. (Áèñåð Ãåîðãèåâ – Èñòîðè÷åñêè ïîãëåä âúðõó åäèí àêòóàëåí ïîëèòè÷åñêè ïðîáëåì. Ôèðìèëèàíñêèÿò âúïðîñ). – Bulgarian Historical Review, 2023, êí. 1-2, ñ. 225-233. [Ìèëêî Ïàëàíãóðñêè. Ôèðìèëèàíîâèÿò âúïðîñ – äóõîâíàòà áèòêà çà „âðàòàòà” íà Ìàêåäîíèÿ (1897-1902 ã. Óíèâåðñèòåòñêî èçäàòåëñòâî „Ñâ. ñâ. Êèðèë è Ìåòîäèé”. Â. Òúðíîâî, 2021, 115 ñ. (ðåöåíçèÿ íà ðóñêè åçèê, ïðèåòà çà ïå÷àò â BULGARIAN HISTORICAL REVIEW”. ISSN 0204-8906]. | 27.01.2024 |
| Ïðîô. ä.è.í. . Áèñåð Õðèñòîâ Ãåîðãèåâ | Ñ èìïàêò ôàêòîð | Ñòàòèè | Ãåîðãèåâ, Á. Ïî âúïðîñà çà îáåäèíåíèåòî è ðàçäåëÿíåòî íà ëèáåðàëèòå è íàðîäíî-ëèáåðàëèòå ïðåç 1899 ãoäèíà. – Èñòîðèÿ, 2023, ¹ 4, ñ. 385-398. | 27.01.2024 |
| Ïðîô. ä.è.í. . Áèñåð Õðèñòîâ Ãåîðãèåâ |  ñáîðíèê | Ñòóäèè | Ãåîðãèåâ, Á. Ïîëèòè÷åñêèòå ñèëè è áúëãàðñêèÿ íàöèîíàëåí âúïðîñ (1885 – 1912 ã.). – Èçòî÷åí âúïðîñ – Áúëãàðñêè âúïðîñ – Ìàêåäîíñêè âúïðîñ. Ñáîðíèê äîêëàäè îò íàó÷íàòà êîíôåðåíöèÿ, ïðîâåäåíà âúâ Âàðíà, 19 àïðèë 1922 ã. Âàðíà, 2023, ñ. 103-184. ISBN 978-619-190-240-8. | 27.01.2024 |
| Ïðîô. ä.è.í. . Áèñåð Õðèñòîâ Ãåîðãèåâ |  ñáîðíèê | Ñòàòèè | Ãåîðãèåâ, Á. Çà íÿêîè àñïåêòè â áúëãàðî-òóðñêèòå îòíîøåíèÿ ïðåç 1913-1914 ã. – Ïðîô. ä-ð Èâàéëî Ïåòðîâ è ïðèÿòåëè. Ñáîðíèê â ÷åñò íà 75-ãîäèøíèíàòà íà ïðîô. Èâàéëî Ïåòðîâ. èçä. „Èâèñ”. Â. Òúðíîâî, 2023, ñ. 100-113. | 27.01.2024 |
| Äîö. ä-ð . Âàíÿ Àòàíàñîâà Âàñèëåâà | Â ñáîðíèê | Äîêëàäè | Vasileva, V., D. Kabakchieva, Natural Tourism Resources in Gabrovo District (Bulgaria), EMAN 2023, Vol 7. Conference Proceedings (pp. 243-248). Association of Economists and Managers of the Balkans. https://doi.org/10.31410/EMAN.2023.243 | 26.01.2024 |
| Äîö. ä-ð . Èðèíà Áîðèñîâà Ñòîÿíîâà |  ñáîðíèê | Ñòàòèè | Ñîòèðîâ, ×., È. Ñòîÿíîâà. Êîìïåòåíòíîñòíèÿò ïîäõîä â ïðåäó÷èëèùíîòî îáðàçîâàíèå. Â: Äèäàêòèêî-ìåòîäè÷åñêè òåõíîëîãèè â îáó÷åíèåòî â êîíòåêñòà íà êîìïåòåíòíîñòíèÿ ïîäõîä. Øóìåí: Óíèâåðñèòåòñêî èçäàòåëñòâî „Åïèñêîï Êîíñòàíòèí Ïðåñëàâñêè“, 2023, ISBN (print): 978-619-201-729-3;ISBN (online): 978-619-201-728-6, ñ. 112-115 | 25.01.2024 |
| Ïðîô. ä-ð . Äîðà Êàáàê÷èåâà |  ðåôåðèðàíè èçäàíèÿ | Ñòàòèè | Vasileva, V., D. Kabakchieva (2023) Natural Tourism Resources in Gabrovo District (Bulgaria). – In: International Scientific Conference – EMAN 2023: Vol 7. Conference Proceedings (pp. 243-248). Association of Economists and Managers of the Balkans. ISBN 978-86-80194-69-1, ISSN 2683-4510, DOI: https://doi.org/10.31410/EMAN.2023.243 | 24.01.2024 |
| Äîö. ä-ð Àíåòà Ìàðèíîâà Òèõîâà | Äðóãè | Öèòèðàíèÿ | Òèõîâà À. Íÿêîè ðÿäêî ñðåùàíè ñëîæíè nomina agentis ñ íàñòàâêà –üöü â òåêñòîâåòå îò Òúðíîâñêàòà ðåäàêöèÿ íà Ñòèøíèÿ ïðîëîã. – Â: Ïðåñëàâñêà êíèæîâíà øêîëà. Ò. 22. Øóìåí, 2022, ñ. 213–229. Öèòèðàíî â: Äèêîâà Å. Ðèòúì è íàðàòèâ. Êàëåíäàðíèòå äâóñòèøèÿ íà Õðèñòîôîð Ìèòèëåíñêè è òåõíèòå þæíîñëàâÿíñêè ïðåâîäè. Ñîôèÿ, 2023, 526 ñ. ISBN 978-619-7179-42-2, ñ. 15, 162. | 24.01.2024 |
| Äîö. ä-ð Àíåòà Ìàðèíîâà Òèõîâà | Äðóãè | Öèòèðàíèÿ | Òèõîâà, À. Ìåñòîèìåííàòà ñèñòåìà â Òúðíîâñêàòà ðåäàêöèÿ íà Ñòèøíèÿ ïðîëîã. Øóìåí, 2020, 249 ñ. ISBN 978-619-201-453-7. Öèòèðàíî â: Äèêîâà Å. Ðèòúì è íàðàòèâ. Êàëåíäàðíèòå äâóñòèøèÿ íà Õðèñòîôîð Ìèòèëåíñêè è òåõíèòå þæíîñëàâÿíñêè ïðåâîäè. Ñîôèÿ, 2023, 526 ñ. ISBN 978-619-7179-42-2, ñ. 15, 162. | 24.01.2024 |
| Äîö. ä-ð Àíåòà Ìàðèíîâà Òèõîâà | Äðóãè | Öèòèðàíèÿ | Òèõîâà À. Ëåêñèêà çà íàçîâàâàíå íà ñðåäñòâà çà ìú÷åíèå â ñëàâÿíñêèÿ ïðåâîä íà Ïðîëîãà. Øóìåí, 2020. 197 c. Öèòèðàíî â: Äèêîâà Å. Ðèòúì è íàðàòèâ. Êàëåíäàðíèòå äâóñòèøèÿ íà Õðèñòîôîð Ìèòèëåíñêè è òåõíèòå þæíîñëàâÿíñêè ïðåâîäè. Ñîôèÿ, 2023, 526 ñ. ISBN 978-619-7179-42-2, ñ. 15, 162. | 24.01.2024 |
| Äîö. ä-ð Àíåòà Ìàðèíîâà Òèõîâà |  íàó÷íî ñïèñàíèå | Ñòóäèè | Òèõîâà À. Ïîõâàëíî ñëîâî íà Àðêàäèé Êèïúðñêè çà îáíîâÿâàíå íà õðàìà íà Ñâåòè Ãåîðãè (â ñúàâòîðñòâî ñ ïðîô. ä-ð À. Áîÿäæèåâ, ÑÓ „Ñâ. Êëèìåíò Îõðèäñêè“) – Â: Ïðåñëàâñêà êíèæîâíà øêîëà. Ò. 23. Øóìåí, 2023, ñ. 117–149. ISSN 2603-4522 (Print); ISSN 2603-4530 (Online) | 24.01.2024 |
| Äîö. ä-ð . Âàíÿ Àòàíàñîâà Âàñèëåâà |  íàó÷íî ñïèñàíèå | Öèòèðàíèÿ | Kabakchieva, D., V. Vasileva, Green infrastructure - the smart interpreting of natural capital, //Acta Scientifica naturalis. Volume 10, Issue 1 (2023), p. 57- 68, eISSN2603-347X Öèòèðàíî â: Szromek, A., B. Walas, Z Cruczek, (2023) Identification of Challenges for the Reconstruction of Heritage Tourism—Multiple Case Studies of European Heritage Cities, Heritage 6(10):6800-6821, DOI: 10.3390/heritage 6100355, License CC BY 4.0, https://www.mdpi.com/2571-9408/6/10/355, https://www.mdpi.com/journal/heritage | 23.01.2024 |
| Äîö. ä-ð . Âàíÿ Àòàíàñîâà Âàñèëåâà |  íàó÷íî ñïèñàíèå | Öèòèðàíèÿ | Âàñèëåâà, Â., Ä. Êàáàê÷èåâà, Ñ. Ñàáðèåâà, Àíòðîïîãåííè òóðèñòè÷åñêè ðåñóðñè íà Áúëãàðèÿ, 2020. Øóìåí, èçä. Õèìåðà, 290 ñòð., ISBN 978-619-7218-74-9 Öèòèðàíî â: Sabrieva, S., Tourism in Varna Black sea area – current situation and prospects for development //ASN, Vol. 10, No 1, Pages 84–96, 2023 DOI: 10.2478/asn-2023-0008 | 23.01.2024 |
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| Äîö. ä-ð . Âàíÿ Àòàíàñîâà Âàñèëåâà |  íàó÷íî ñïèñàíèå | Ñòàòèè | Kabakchieva, D., V. Vasileva, Natural tourist resources in the Stara planina tourist region (Bulgaria) //Acta Scientifica naturalis. Volume 10, Issue 3 (2023), p. 25-52, eISSN2603-347X, indexed in Google Scholar | 23.01.2024 |
| Äîö. ä-ð . Ðîñèöà Ïåòðîâà Ìèõàéëîâà | Â ãîäèøíèê | Öèòèðàíèÿ | Mihaylova, R. (2021). Dynamics of the competitive environment in social work education on the background of the national market of educational services, ðð. 77-81, Issue 77, January 2021, ISSN 2367-5721 (online), www.sociobrains.com, Publ.: Smart Ideas - Wise Decisions Ltd., Bulgaria, 2021, (SJIF = 5.985) Öèòèðàíî â: Doncheva, J., Hussein, F., Al-Obaydi, L. A comprehensive philosophy of inclusive education, Proceedings of University of Ruse - 2023, volume 62, book 6.2., pp.70-81, ISSN 2603-4123, ñ.78 | 21.01.2024 |