Budgets for Pasture Establishment: Seeded and Vegetative by Les Harrison, Jonael Bosques, Yoana Newman

“… Budgets can be used to make rational decisions when establishing or renovating a pasture in Florida. …”
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Locating real eigenvalues of a spectral problem in fluid-solid type structures by Heinrich Voss

“…Exploiting minmax characterizations for nonlinear and nonoverdamped eigenvalue problems, we prove the existence of a countable set of eigenvalues converging to ∞ and inclusion theorems for a rational spectral problem governing mechanical vibrations of a tube bundle immersed in an incompressible viscous fluid. …”
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The Role of Multinational Corporations in International Relations by Ana DAMASCHIN

“…The proposed novel element describes the rational bargaining model applied by multinational corporations in the context of international business negotiations, emphasizing also the influence of multinational actors on foreign policy through corridor/informal bargaining (lobbying practice).…”
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Perturbed spectra of defective matrices by Mihail Konstantinov, Volker Mehrmann, Petko Petkov

“…In particular, we analyse the rational exponents that may occur when the matrix E varies over the sphere ‖E‖ =ρ>0. …”
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Approximation of analytic functions by generalized shifts of the Lerch zeta-function by Aidas Balčiūnas, Toma Mikalauskaitė, Darius Šiaučiūnas

“…If the set of logarithms is linearly independent over the field of rational numbers, then the set  coincides with the set of all analytic functions in that strip. …”
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Some fixed point theorems on nonlinear contractive mappings in Hilbert space by Namana Seshagiri Rao, Karusala Kalyani

“…The purpose of this paper is to establish the existence and uniqueness of a common fixed point for a pair of continuous self mappings over a closed subset of Hilbert space satisfying certain nonlinear rational type contraction condition. Further this result is extended and generalized for some positive integers powers of a pair of continuous self mappings and then is devolved for a sequence of continuous self mappings in the Hilbert space. …”
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On monotone solutions of some classes of difference equations by Stevo Stevic

“…Ladas, Dynamics of Second Order Rational Difference Equations. With Open Problems and Conjectures. …”
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PRACTICAL NOTES ON THE ROLE OF WHEEL BOND IN THE SUCCESS OF DIAMOND-SPARK GRINDING by Yury GUTSALENKO, Alexander RUDNEV, Vladislav IVKIN

“…On the example of treatment of heat-resistant covering after fusing on, the problems of rational use of diamond grinding wheels in combined technologies, based on the introduction of electrical discharges into cutting area (diamond-spark grinding) are considered. …”
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Bifurcation and Chaos of a Discrete-Time Population Model by Guo Feng, Song Xinghao

“…The largest Lyapunov exponents are numerically computed and can verify the rationality of the theoretical analysis.…”
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7-Chloroquinolin-4-yl Arylhydrazone Derivatives: Synthesis and Antifungal Activity by Auri R. Duval, Pedro H. Carvalho, Maieli C. Soares, Daniela P. Gouvêa, Geonir M. Siqueira, Rafael G. Lund, Wilson Cunico

“…These results could be considered as an important starting point for the rational design of new antifungal agents.…”
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The Issue of Food Security in Cuba by José Alvarez

“… Since the establishment of the food rationing system in 1962, the issue of food security has been an important one in Cuban life. …”
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The Kronecker Summation Method for Robust Stabilization Applied to a Chemical Reactor by Radek Matušů, Jana Závacká, Roman Prokop, Monika Bakošová

“…The paper focuses on robust stabilization where the suitable parameters of a simple continuous-time PI controller are determined through a combination of the Kronecker summation method, sixteen plant theorem, and an algebraic approach to control design in the ring of proper and stable rational functions. The initial theoretical background is followed by an illustrative experiment which includes computation of the controller and verification of control results for a continuous stirred tank reactor with exothermic reaction modelled as a fourth-order interval system.…”
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Dynamics and Solutions of a Fifth-Order Nonlinear Difference Equation by M. M. El-Dessoky, E. M. Elabbasy, Asim Asiri

“…The main objective of this paper is to study the behavior of the rational difference equation of the fifth-order yn+1=αyn+βynyn-3/(Ayn-4+Byn-3), n=0,1,…, where α,β,A, and B are real numbers and the initial conditions y-4,y-3,y-2,y-1 and y0 are positive real numbers such that Ay-4+By-3≠0. …”
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The Issue of Food Security in Cuba by José Alvarez

“… Since the establishment of the food rationing system in 1962, the issue of food security has been an important one in Cuban life. …”
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Photographie de maquette et collage chez Louis-Auguste Boileau : une préfiguration du photomontage architectural dans la seconde moitié du XIXe siècle ? by Laurent Koetz

“…Studying the images produced for the diffusion of Louis-Auguste Boileau's designs sheds light on new methods of image production, both from the point of view of reality perception and process rationalization.…”
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On the Global Asymptotic Stability and 4-Period Oscillation of the Third-Order Difference Equation by M. E. Erdogan

“…The main objective of this paper is to study the global behavior and oscillation of the following third-order rational difference equation xn+1=αxnxn−1xn−2/βxn−12+γxn−22, where the initial conditions x−2,x−1,x0 are nonzero real numbers and α,β,γ are positive constants such that α≤β+γ. …”
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María Zambrano, la révélation de la naissance by Jean Marc Sourdillon

“…It appears often as a vision, it doesn’t accept rationalization, and it can only be translated only into a poetic language. …”
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On Pexider Differences in Topological Vector Spaces by Abbas Najati, M. R. Abdollahpour, Gwang Hui Kim

“…Let 𝑋 be a normed space and 𝑌 a sequentially complete Hausdorff topological vector space over the field ℚ of rational numbers. Let 𝐷1={(𝑥,𝑦)∈𝑋×𝑋∶‖𝑥‖+‖𝑦‖≥𝑑}, and 𝐷2={(𝑥,𝑦)∈𝑋×𝑋∶‖𝑥‖+‖𝑦‖<𝑑} where 𝑑>0. …”
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ECOLOGICALLY ORIENTED MATHEMATICAL MODELS OF RISK MANAGEMENT AND SAFETY by I. Gvozdkova

“…Recommendations on the implementation and development of eco-friendly models in the interests of rational nature management, resource saving, human security and natural-anthropogenic complexes are formulated.…”
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Multistep High-Order Methods for Nonlinear Equations Using Padé-Like Approximants by Alicia Cordero, José L. Hueso, Eulalia Martínez, Juan R. Torregrosa

“…We compose optimal methods of order 4 with Newton’s step and substitute the derivative by using an appropriate rational approximant, getting optimal methods of order 8. …”
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