景区管理英文参考文献（精选120个最新）

　　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.

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　　[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.

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　　[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.

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　　[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).

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　　[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.

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　　[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).

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　　[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).

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　　景区管理英文参考文献三：

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