景区管理英文参考文献（精选120个最新） 本文关键词：英文，景区，参考文献，精选，最新
景区管理英文参考文献（精选120个最新） 本文简介：旅游景区由于其产品的特殊性，在游客体验和旅游活动对环境的影响方面都需要对游客进行直接或间接的管理。下面是搜索整理的景区管理英文参考文献,欢迎借鉴参考。 景区管理英文参考文献一; [1]LinGong,XiaofeiQi,JieShao,FeifeiZhang.Strong(skew)ξ-L
景区管理英文参考文献（精选120个最新） 本文内容：
旅游景区由于其产品的特殊性，在游客体验和旅游活动对环境的影响方面都需要对游客进行直接或间接的管理。下面是搜索整理的景区管理英文参考文献,欢迎借鉴参考。
景区管理英文参考文献一;
[1]Lin Gong,Xiaofei Qi,Jie Shao,Feifei Zhang. Strong (skew) ξ-Lie commutativity preserving maps on algebras[J]. Cogent Mathematics,2015,2(1).
[2]Linda Joelsson. Mental cascades of σ?ρξ and flesh[J]. Studia Theologica - Nordic Journal of Theology,2018,72(2).
[3]Mostafa M.A. Khater. Exact traveling wave solutions for the generalized Hirota-Satsuma couple KdV system using the exp(?φ(ξ))-expansion method[J]. Cogent Mathematics,2016,3(1).
[4]Ngoc Phu Ha. Topological invariants from quantum group $$\mathcal {U}_{\xi }\mathfrak {sl}(2|1)$$ U ξ sl ( 2 | 1 ) at roots of unity[J]. Abhandlungen aus dem Mathematischen Seminar der Universit?t Hamburg,2018,88(1).
[5]Michael Taylor. Asymptotics for Some Non-classical Conormal Distributions Whose Symbols Contain Negative Powers of $$\log |\xi |$$ log | ξ |[J]. Journal of Fourier Analysis and Applications,2018,24(3).
[6]J.-C. Krapez. The $${\rm sech}\left( {\hat{\xi }} \right) $$ sech ξ <mo stretchy="false">^ -Type Profiles: A Swiss-Army Knife for Exact Analytical Modeling of Thermal Diffusion and Wave Propagation in Graded Media[J]. International Journal of Thermophysics,2018,39(7).</mo>
[7]A. Dedes,W. Materkowska,M. Paraskevas,J. Rosiek,K. Suxho. Feynman rules for the Standard Model Effective Field Theory in R ξ -gauges[J]. Journal of High Energy Physics,2017,2017(6).
[8]M. Misiak,M. Paraskevas,J. Rosiek,K. Suxho,B. Zglinicki. Effective field theories in R ξ gauges[J]. Journal of High Energy Physics,2019,2019(2).
[9]Weimin Zhang,Lihai Tan,Zhishan An,Kecun Zhang,Yang Gao,Qinghe Niu. Morphological variation of star dune and implications for dune management: a case study at the Crescent Moon Spring scenic spot of Dunhuang, China[J]. Journal of Arid Land,2019,11(3).
[10]D. H. J. Polymath. Effective approximation of heat flow evolution of the Riemann $$\xi $$ ξ function, and a new upper bound for the de Bruijn–Newman constant[J]. Research in the Mathematical Sciences,2019,6(3).
[11]Nematollah Kadkhoda,Hossein Jafari. Analytical solutions of the Gerdjikov–Ivanov equation by using exp(?φ(ξ))-expansion method[J]. Optik - International Journal for Light and Electron Optics,2017,139.
[12]Nobuhiro Shimizu. Measurement of the Michel parameters ([formula omitted], ξκ) in the radiative leptonic decay of τ[J]. Nuclear and Particle Physics Proceedings,2017,287-288.
[13]Orest Hrycyna. What ξ? Cosmological constraints on the non-minimal coupling constant[J]. Physics Letters B,2017,768.
[14]G. Anfuso,A.T. Williams,G. Casas Martínez,C.M. Botero,J.A. Cabrera Hernández,E. Pranzini. Evaluation of the scenic value of 100 beaches in Cuba: Implications for coastal tourism management[J]. Ocean and Coastal Management,2017,142.
[15]Lyubing Zhang,Zhenhua Luo,David Mallon,Chunwang Li,Zhigang Jiang. Biodiversity conservation status in China's growing protected areas[J]. Biological Conservation,2016.
[16]K. Hosseini,E. Yazdani Bejarbaneh,P. Mayeli,Qin Zhou. Travelling wave solutions of the Korteweg-de Vries equation with dual-power law nonlinearity using the improved tan ( ? ( ξ ) / 2 ) -expansion method[J]. Optik,2018,156.
[17]R.M. Causey. Power type ξ -asymptotically uniformly smooth and ξ -asymptotically uniformly flat norms[J]. Journal of Mathematical Analysis and Applications,2018,462(2).
[18]Carolina Pe?a-Alonso,Emma Pérez-Chacón,Luis Hernández-Calvento,Eduard Ariza. Assessment of scenic, natural and cultural heritage for sustainable management of tourist beaches. A case study of Gran Canaria island (Spain)[J]. Land Use Policy,2018,72.
[19]Sneha Chaubey,Amita Malik,Nicolas Robles,Alexandru Zaharescu. Zeros of normalized combinations of ξ ( k ) ( s ) on Re( s )=1/2[J]. Journal of Mathematical Analysis and Applications,2018,461(2).
[20]R.M. Causey,S.J. Dilworth. ξ -asymptotically uniformly smooth, ξ -asymptotically uniformly convex, and ( β ) operators[J]. Journal of Functional Analysis,2018,274(10).
[21]S.P. J?rvinen,S. Hubrig,M. Sch?ller,I. Ilyin. The magnetic variability of the β cep star ξ 1 CMa[J]. New Astronomy,2018,62.
[22]Nikos Irges,Fotis Koutroulis. Renormalization of the Abelian–Higgs model in the R ξ and Unitary gauges and the physicality of its scalar potential[J]. Nuclear Physics, Section B,2017,924.
[23]R.M. Causey,K.V. Navoyan. ξ -completely continuous operators and ξ -Schur Banach spaces[J]. Journal of Functional Analysis,2018.
[24]F. Ferdous,M.G. Hafez,Anjan Biswas,Mehmet Ekici,Qin Zhou,Mohanad Alfiras,Seithuti P. Moshokoa,Milivoj Belic. Oblique resonant optical solitons with Kerr and parabolic law nonlinearities and fractional temporal evolution by generalized exp(?Φ( ξ ))-expansion[J]. Optik,2018.
[25]Saima Arshed,Anjan Biswas,Qin Zhou,Salam Khan,Samuel Adesanya,Seithuti P. Moshokoa,Milivoj Belic. Optical solitons pertutabation with Fokas-Lenells equation by exp(? ? ( ξ ))-expansion method[J]. Optik,2019,179.
[26]Saima Arshed. Sub-pico second chirped optical pulses with Triki–Biswas equation by exp(? Φ( ξ ))-expansion method and the first integral method[J]. Optik,2019,179.
[27]Wei Jiang,Quan Zhao. Sharp-interface approach for simulating solid-state dewetting in two dimensions: A Cahn–Hoffman ξ -vector formulation[J]. Physica D: Nonlinear Phenomena,2018.
[28]Nikos Irges,Fotis Koutroulis. Corrigendum to “Renormalization of the Abelian–Higgs model in the R ξ and Unitary gauges and the physicality of its scalar potential” [Nucl. Phys. B 924 (2017) 178–278][J]. Nuclear Physics, Section B,2019,938.
[29]Yu Shi,Bohong Wu,Ning Chen,An Chen,Jimei Li,Hui Li. Determination of effective management strategies for scenic area emergencies using association rule mining[J]. International Journal of Disaster Risk Reduction,2019,39.
[30]Saima Arshed,Anjan Biswas,Mahmoud Abdelaty,Qin Zhou,Seithuti P. Moshokoa,Milivoj Belic. Optical soliton perturbation with Kundu–Eckhaus equation by exp(? ? ( ξ ))-expansion scheme and G ′/ G 2 -expansion method[J]. Optik,2018,172.
景区管理英文参考文献二：
[31]Saima Arshed,Anjan Biswas,Qin Zhou,Seithuti P. Moshokoa,Milivoj Belic. Optical soliton perturbation with differential group delay and parabolic law nonlinearity using exp(? ? ( ξ ))-expansion method[J]. Optik,2018,172.
[32]Saima Arshed,Anjan Biswas,Fayequa B. Majid,Qin Zhou,Seithuti P. Moshokoa,Milivoj Belic. Optical solitons in birefringent fibers for Lakshmanan–Porsezian–Daniel model using exp(? ? ( ξ ))-expansion method[J]. Optik,2018,170.
[33]Samanta da Costa Cristiano,Luana Carla Portz,Giorgio Anfuso,Gabriela Camboim Rockett,Eduardo Guimar?es Barboza. Coastal scenic evaluation at Santa Catarina (Brazil): Implications for coastal management[J]. Ocean and Coastal Management,2018,160.
[34]TH. THEOFANIDIS. REAL HYPERSURFACES OF NON-FLAT COMPLEX SPACE FORMS WITH GENERALIZED ξ-PARALLEL JACOBI STRUCTURE OPERATOR[J]. Glasgow Mathematical Journal,2015,58(3).
[35]James D. Faubion. ?Σαν κ’ εμ?να καμωμ?νοι?: Ο ομοφυλ?φιλο? Καβ?φη? και η ποιητικ? τη? σεξουαλικ?τητα?[J]. Byzantine and Modern Greek Studies,2016,40(1).
[36]Eleni Papargyriou. Για ν?ρθω σ’ ?λλη ξενιτει?: αφηγ?σει? του τ?που στην πεζογραφ?α τη? γενι?? του 1880[J]. Byzantine and Modern Greek Studies,2016,40(1).
[37]Julie Boeten,Mark Janse. A cognitive analysis of metrical irregularities in the ‘?σπερ ξ?νοι’ book epigrams[J]. Byzantine and Modern Greek Studies,2018,42(1).
[38]H. Eleuch. Some Analytical Solitary Wave Solutions for the Generalized q-Deformed Sinh-Gordon Equation: ?2θ/?z?ξ=αsinhq?(βθγ)p-δ[J]. Advances in Mathematical Physics,2018,2018.
[39]Γεωργ?α Βρυ?νη. Ουρολοιμ?ξει?: ο ρ?λο? του Μικροβιολογικο? Εργαστηρ?ου[J]. Epistīmonika Chronika,2017,22(Suppl. 1).
[40]Tai Tsun Wu,Sau Lan Wu. Comparing the Rξ gauge and the unitary gauge for the standard model: An example[J]. Nuclear Physics B,2017,914(C).
[41]Nikos Irges,Fotis Koutroulis. Renormalization of the Abelian–Higgs model in the Rξ and Unitary gauges and the physicality of its scalar potential[J]. Nuclear Physics B,2017,924(C).
[42]Paolo Daniele Scirpo. Recensione a: Π. Βαλαβ?νη (επιμ.), Ταξιδε?οντα? στην κλασικ? Ελλ?δα. Τ?μο? προ? τιμ?ν του καθηγητ? Π?τρου Θ?μελη, Αθ?να, Εταιρε?α Μεσσηνιακ?ν Αρχαιολογικ?ν Σπουδ?ν 2011, pp. XXIV+369, ISBN: 9789608601611[J]. Layers. Archeologia Territorio Contesti,2017(2).
[43]Karaagac Berat,Yagmurlu N. Murat,Esen Alaattin. A study on the improved tan(? (ξ) /2) ?expansion method[J]. ITM Web of Conferences,2017,13.
[44]Orest Hrycyna. What ξ? Cosmological constraints on the non-minimal coupling constant[J]. Physics Letters B,2017,768(C).
[45]Κωνσταντ?νο? ΤΑΚΙΡΤΑΚΟΓΛΟΥ. Οι π?λεμοι μεταξ? του Νικηφ?ρου Φωκ? και των Αρ?βων.[J]. Byzantina Symmeikta,2015,25.
[46]Θε?δωρο? Α. Π?ππα?. Λοιμ?ξει? Ουροποιητικο?: ο ρ?λο? του Κλινικο?[J]. Epistīmonika Chronika,2017,22(Suppl. 1).
[47]Nur Alam,Fethi Bin Muhammad Belgacem. Microtubules Nonlinear Models Dynamics Investigations through the exp(?Φ(ξ))-Expansion Method Implementation[J]. Mathematics,2016,4(1).
[48]R. Riedinger. P. I. Mpumes, O? ?ξωκατ?κοιλοι ? ?ξωκατ?κηλοι ?ρχοντε?. (Προ?λευσι? κα? νομοκανονικ? σημασ?α τη? διφυου? προσωνυμ?α?.)[J]. Byzantinische Zeitschrift,2015,66(1).
[49]A. Debrunner. ?ξ - ε??ν[J]. Indogermanische Forschungen,2015,48(1).
[50]Michael Pokrowsky. M?λαξ. Mυλ?φατο?. Machina.[J]. Indogermanische Forschungen,2015,49(1).
[51]D. Detschew. Der angeblich thrakische Genetiv Θρα?αλεξ?ν[J]. Indogermanische Forschungen,2015,49(1).
[52]Σιμοσ Μεναρδοσ. Ιστορια Τησ Λεξεωσ ?Περιπου“[J]. Byzantinische Zeitschrift,2015,30(1).
[53]F. Malhat,H. Watanabe,A. Youssef. Αξιολ?γηση τη? ασφ?λεια? των υπολειμμ?των του methomyl και μελ?τη αποδ?μησ?? του σε καλλι?ργεια τομ?τα? και ?δαφο?[J]. Hellenic Plant Protection Journal,2015,8(2).
[54]Artion Kashuri,Rozana Liko. Hermite-Hadamard type integral inequalities for products of two generalized (s; m; ξ)-preinvex functions[J]. Moroccan Journal of Pure and Applied Analysis,2017,3(1).
[55]Marwan Amin Kutbi,Wutiphol Sintunavarat. On the weakly( α, ψ, ξ )-contractive condition for multi-valued operators in metric spaces and related fixed point results[J]. Open Mathematics,2016,14(1).
[56]Nematollah Kadkhoda,Michal Fe?kan. Application of tan(φ(ξ)/2)-expansion method to burgers and foam drainage equations[J]. Mathematica Slovaca,2018,68(5).
[57]Alexandru Prelipcean. Γ?νο? μ?ν ?ξ ?βρα?ων or the Jewish Origin of Romanos the Melodist: From Overestimations to Underestimations and Finding Bridges between the West and the East[J]. Review of Ecumenical Studies Sibiu,2019,11(2).
[58]王亚东,张新东. 非线性时间分数阶微分方程的exp(-Φ(ξ))解法[J]. 应用数学进展,2017,06(04).
[59]张逢燕,李冬雪,王俊梅. 利用exp(-G(ξ))方法和拟设函数法求Sharma-Tasso-Olver方程精确解[J]. 应用数学进展,2019,08(02).
[60]Yunmei Zhao,Yinghui He,Qin Yuming. The Extended Fractional ( D ξ α G / G ) -Expansion Method and Its Applications to a Space-Time Fractional Fokas Equation[J]. Mathematical Problems in Engineering,2017,2017.
景区管理英文参考文献三：
[61]H. Eleuch,Boris G. Konopelchenko. Some Analytical Solitary Wave Solutions for the Generalized q-Deformed Sinh-Gordon Equation: ? 2 θ / ? z ? ξ = α sinh q ? ( β θ γ ) p - δ[J]. Advances in Mathematical Physics,2018,2018.
[62]Naila Sajid,Ghazala Akram,Maria L. Gandarias. The Application of the exp ? ( - Φ ( ξ ) ) -Expansion Method for Finding the Exact Solutions of Two Integrable Equations[J]. Mathematical Problems in Engineering,2018,2018.
[63]Siyang Qin,Jie Man,Xuzhao Wang,Can Li,Honghui Dong,Xinquan Ge,Lu Zhen. Applying Big Data Analytics to Monitor Tourist Flow for the Scenic Area Operation Management[J]. Discrete Dynamics in Nature and Society,2019,2019.
[64]Guiying Chen,Xiangpeng Xin,Hanze Liu,Laurent Raymond. The Improved exp ? - Φ ξ -Expansion Method and New Exact Solutions of Nonlinear Evolution Equations in Mathematical Physics[J]. Advances in Mathematical Physics,2019,2019.
[65]Yuping Yang,Long Li,Min Chang,Yan Zhang,Pingliang Fang,Zhen Zhang. Study on the mechanism of the effect of changing ξ potential of rock surface on rock-breaking efficiency[J]. IOP Conference Series: Earth and Environmental Science,2019,227(4).
[66]Juan Wang,Ying Li,Jin Qian,Fei Wen. Study on the Tourism Garbage Management in Huangshan Mountain Scenic Spot[J]. IOP Conference Series: Earth and Environmental Science,2019,267(5).
[67]Jalil Manafian. Optical soliton solutions for Schr?dinger type nonlinear evolution equations by the tan(Φ( ξ )/2)-expansion method[J]. Optik - International Journal for Light and Electron Optics,2016,127(10).
[68]Gary R. Clay,Terry C. Daniel. Scenic landscape assessment: the effects of land management jurisdiction on public perception of scenic beauty[J]. Landscape and Urban Planning,2000,49(1).
[69]Arzu Akbulut,Melike Kaplan,Filiz Tascan. The investigation of exact solutions of nonlinear partial differential equations by using exp(?Φ( ξ )) method[J]. Optik - International Journal for Light and Electron Optics,2017,132.
[70]Yasuhiro Yamamoto,Hiromi Koma,Tatsurou Yagami. Localization of 14-3-3δ/ξ on the neuronal cell surface[J]. Experimental Cell Research,2015,338(2).
[71]P. I. Bezotosnyi,S. Yu. Gavrilkin,A. N. Lykov,A. Yu. Tsvetkov. Investigation of the properties of superconducting plates with a thickness of the order of the coherence length ξ in the framework of the Ginzburg-Landau theory[J]. Physics of the Solid State,2015,57(7).
[72]Chungku Kim. Renormalization group running in the symmetric and the broken symmetry phases of the R <sub>ξ</sub> and the \(\overline {R_\xi } \) gauges[J]. Journal of the Korean Physical Society,2016,69(8).
[73]Chungku Kim. On the properties of the vacuum expectation value in the R <sub>ξ</sub> Gauge and the \({R_\xi }\) gauge[J]. Journal of the Korean Physical Society,2015,67(10).
[74]E. S. Moreira. Hot scalar radiation around a cosmic string setting bounds on the coupling parameter ξ[J]. Journal of High Energy Physics,2017,2017(3).
[75]Loren Laine,Tonya Kaltenbach,Alan Barkun,Kenneth R. McQuaid,Venkataraman Subramanian,Roy Soetikno,James E. East,Francis A. Farraye,Brian Feagan,John Ioannidis,Ralf Kiesslich,Michael Krier,Takayuki Matsumoto,Robert P. McCabe,Klaus M?nkemüller,Robert Odze,Michael Picco,David T. Rubin,Michele Rubin,Carlos A. Rubio,Matthew D. Rutter,Andres Sanchez-Yague,Silvia Sanduleanu,Amandeep Shergill,Thomas Ullman,Fernando Velayos,Douglas Yakich,Yu-Xiao Yang. SCENIC International Consensus Statement on Surveillance and Management of Dysplasia in Inflammatory Bowel Disease[J]. Gastroenterology,2015,148(3).
[76]Gerd Lupp,Werner Konold,Olaf Bastian. Landscape management and landscape changes towards more naturalness and wilderness: Effects on scenic qualities—The case of the Müritz National Park in Germany[J]. Journal for Nature Conservation,2013,21(1).
[77]Lyubing Zhang,Zhenhua Luo,David Mallon,Chunwang Li,Zhigang Jiang. Biodiversity conservation status in China's growing protected areas[J]. Biological Conservation,2016.
[78]G. Anfuso,A.T. Williams,J.A. Cabrera Hernández,E. Pranzini. Coastal scenic assessment and tourism management in western Cuba[J]. Tourism Management,2014,42.
[79]Loren Laine,Tonya Kaltenbach,Alan Barkun,Kenneth R. McQuaid,Venkataraman Subramanian,Roy Soetikno,James E. East,Francis A. Farraye,Brian Feagan,John Ioannidis,Ralf Kiesslich,Michael Krier,Takayuki Matsumoto,Robert P. McCabe,Klaus M?nkemüller,Robert Odze,Michael Picco,David T. Rubin,Michele Rubin,Carlos A. Rubio,Matthew D. Rutter,Andres Sanchez-Yague,Silvia Sanduleanu,Amandeep Shergill,Thomas Ullman,Fernando Velayos,Douglas Yakich,Yu-Xiao Yang. SCENIC international consensus statement on surveillance and management of dysplasia in inflammatory bowel disease[J]. Gastrointestinal Endoscopy,2015,81(3).
[80]Atul Dixit,Nicolas Robles,Arindam Roy,Alexandru Zaharescu. Zeros of combinations of the Riemann ξ -function on bounded vertical shifts[J]. Journal of Number Theory,2015,149.
[81]Jalil Manafian,Mehrdad Lakestani. Abundant soliton solutions for the Kundu–Eckhaus equation via tan( ? ( ξ ))-expansion method[J]. Optik - International Journal for Light and Electron Optics,2016,127(14).
[82]Hong-Zhun Liu,Tong Zhang. A note on the improved tan( ? ( ξ )/2)-expansion method[J]. Optik - International Journal for Light and Electron Optics,2017,131.
[83]James F. Marion,Bruce E. Sands. The SCENIC Consensus Statement on Surveillance and Management of Dysplasia in Inflammatory Bowel Disease: Praise and Words of Caution[J]. Gastroenterology,2015,148(3).
[84]DoYong Kwon. Exceptional parameters of linear mod one transformations and fractional parts { ξ ( p / q ) n }[J]. Comptes rendus - Mathématique,2015.
[85]John C. Briggs. San Francisco Bay: Restoration progress[J]. Regional Studies in Marine Science,2016,3.
[86]Yavuz Ugurlu,Ibrahim E. Inan,Hasan Bulut. Two new applications of tan(F( ξ )/2) -expansion method[J]. Optik - International Journal for Light and Electron Optics,2017,131.
[87]Nicholas G. Kounis. Attack the ATAK : “ο?? ? θε?? συν?ζευξε, ?νθρωπο? μ? χωριζ?τω” (ous o theos synezeuxe anthropos me horizeto) “what therefore God hath joined together, let not man put asunder”[J]. International Journal of Cardiology,2016,203.
[88]M.G. Hafez. Exact solutions to the (3+1)-dimensional coupled Klein–Gordon–Zakharov equation using exp(? Φ ( ξ ))-expansion method[J]. Alexandria Engineering Journal,2016,55(2).
[89]Tai Tsun Wu,Sau Lan Wu. Comparing the R ξ gauge and the unitary gauge for the standard model: An example[J]. Nuclear Physics, Section B,2017,914.
[90]Duan Zhiping,Li Ranran,Ma Huaifu. An Engineering Pricing Model for Scenic Spots Based on Revenue Management[J]. Systems Engineering Procedia,2011,1.
景区管理英文参考文献四：
[91]Eugenio Giner,Ana Vercher,Miguel Marco,Camila Arango. Estimation of the reinforcement factor ξ for calculating the transverse stiffness E 2 with the Halpin–Tsai equations using the finite element method[J]. Composite Structures,2015,124.
[92]Bruno Zanon,Davide Geneletti. Integrating ecological, scenic and local identity values in the management plan of an Alpine Natural Park[J]. Journal of Environmental Planning and Management,2011,54(6).
[93]Jinyong Wu. Note on the Coradical Filtration of D ( m , d , ξ)[J]. Communications in Algebra,2016,44(11).
[94]Lin Gong,Xiaofei Qi,Jie Shao,Feifei Zhang. Strong (skew) ξ-Lie commutativity preserving maps on algebras[J]. Cogent Mathematics,2015,2(1).
[95]Simon Weir. Xenia in Vitruvius' Greek house: andron, ξε?ν?α and xenia from Homer to Augustus[J]. The Journal of Architecture,2015,20(5).
[96]Laine Loren,Kaltenbach Tonya,Barkun Alan,McQuaid Kenneth R,Subramanian Venkataraman,Soetikno Roy. SCENIC international consensus statement on surveillance and management of dysplasia in inflammatory bowel disease.[J]. Gastrointestinal endoscopy,2015,81(3).
[97]Kounis Nicholas G. Attack the ATAK : "ο?? ? θε?? συν?ζευξε, ?νθρωπο? μ? χωριζ?τω" (ous o theos synezeuxe anthropos me horizeto) "what therefore God hath joined together, let not man put asunder".[J]. International journal of cardiology,2016,203.
[98]Yamamoto Yasuhiro,Koma Hiromi,Yagami Tatsurou. Localization of 14-3-3δ/ξ on the neuronal cell surface.[J]. Experimental cell research,2015,338(2).
[99]Emad H. M. Zahran. Exact Traveling Wave Solutions of Nano-Ionic Solitons and Nano-Ionic Current of MTs Using the exp(-φ (ξ ))-Expansion Method[J]. Advances in Nanoparticles,2015,04(02).
[100]Mingju Liu,Liguang Zhao,Kai Wang. Analysis on the Problems of Underground Forest Attraction Management in North Scenic Area of Changbai Mountain[P]. Proceedings of the 2nd International Conference on Judicial, Administrative and Humanitarian Problems of State Structures and Economic Subjects (JAHP 2017),2017.
[101]Qiaomei Xu. On the practical teaching system of the major of scenic development and management in vocational college[P]. Proceedings of the 2nd International Conference on Science and Social Research (ICSSR 2013),2013.
[102]Mingju Liu,Liguang Zhao,Wen Ouyang. Research on Problems of Tourist Traffic Management in the North Scenic Area of Changbai Mountain*[P]. Proceedings of the 2016 2nd International Conference on Economy, Management, Law and Education (EMLE 2016),2016.
[103]Aihua Su,Nan Chen. Research on the Management of Tourism Scenic Spots and Its Countermeasures[P]. Proceedings of the 2017 International Conference on Innovations in Economic Management and Social Science (IEMSS 2017),2017.
[104]Liguang Zhao,Mingju Liu,Xuelian Zheng. Analysis on Problems in Management of Hot Spring Scenic Spot in the North Slope of Changbai Mountain*[P]. Proceedings of the 2016 2nd International Conference on Economy, Management, Law and Education (EMLE 2016),2016.
[105]Dan YANG. A Study on Sales Management of Tourism Purchases in Scenic Area: Taking Guangzhou Baiyun Mountain Scenic Area as an Example[J]. Higher Education of Social Science,2016,11(6).
[106]. Coconino and Tonto National Forests; Arizona; Fossil Creek Wild and Scenic River Comprehensive River Management Plan and Environmental Impact Statement[J]. The Federal Register / FIND,2016,81(229).
[107]. Forestry; Studies from L. Gong et al Further Understanding of Forestry (Developing a Quality Assessment Index System for Scenic Forest Management: A Case Study from Xishan Mountain, Suburban Beijing)[J]. Agriculture Week,2015.
[108]Ina Krisantia,Nur Intan Mangunsong. Visual Landscape Management of Scenic Peucang Island and Ujung Kulon Peninsula in Ujung Kulon National Park, Indonesia[J]. Applied Mechanics and Materials,2015,3859.
[109]Xiao Hong Dong,Mei Hao Yu,Xu Ping Zhang. Exploration and Analysis of Integrated Management Mode for Low Carbon Scenic Zones: Taking Taishan for Example[J]. Advanced Materials Research,2012,1792.
[110]Yu Mei Liu,Yu Dan Dong,Jing Wu. Scenic Management System Based on Number of Visitors[J]. Advanced Materials Research,2014,3140.
[111]Shan Feng Hu,Hong Bing Zhu,Yu Wang. Natural Disaster Risk Management and Sustainable Development Research of Huangshan Scenic Area[J]. Advanced Materials Research,2013,2441.
[112]Miao Wang,Jing Fei Ren,Jing Li. Study on Management and Organization Innovation of Low-Carbon Scenic Spots[J]. Advanced Materials Research,2012,2005.
[113]Yuan Guai Lin,Shun Yu Long. Design of Wireless Sensor Nodes in Intelligent Management System for Scenic Spot[J]. Advanced Materials Research,2013,2534.
[114]Dong Yan Ma. Research Based on RFID Technology Low-Carbon Scenic Areas Informationization Integration Management Mode[J]. Advanced Materials Research,2012,2005.
[115]Qian Lan Yang,Ying Zhang. Research on Evaluation of Sustainable Development Based on Management Entropy for Scenic Areas[J]. Advanced Materials Research,2012,2005.
[116]Shu, Guo,Zhenfeng, Shao,Yuan, Yao. Approach to Smart Scenic Management and Service of Jiuzhaigou Based on Grid Technology[P]. Intelligent System Design and Engineering Applications (ISDEA), 2013 Third International Conference on,2013.
[117]Zhi-ping Duan,Shu-lian Yang,Ran-ran Li. Scenic spot pricing model research based on the revenue management theory[P]. Information Management, Innovation Management and Industrial Engineering (ICIII), 2012 International Conference on,2012.
[118]Zhenfeng Shao, Chong Liu. Intelligent management and service for Wisdom Scenic based on Internet of Things[P]. Cyber Technology in Automation, Control, and Intelligent Systems (CYBER), 2011 IEEE International Conference on,2011.
[119]Min Liu, Ai-li Liu. Method of management right value assessment of scenic areas[P]. Computer Science and Service System (CSSS), 2011 International Conference on,2011.
[120]Hongmei Dong. Management Elements for Interpretation Placard System in Mountain Scenic Resort[J]. International Journal of Business and Management,2009,4(11).
以上就是关于景区管理英文参考文献的分享，希望对你有所帮助。
附件下载：来源：网络整理 免责声明：本文仅限学习分享，如产生版权问题，请联系我们及时删除。
《景区管理英文参考文献（精选120个最新）》
由：免费论文网互联网用户整理提供,链接地址：
http://m.csmayi.cn/show/226113.html
转载请保留,谢谢!
- 下一篇：对我国生态农业法律制度保障的思考