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Monitoring the physiology of elephants living in human-production landscapes has become increasingly important for understanding how they cope with various challenges that affect their overall fitness. We assessed physiological stress by measuring faecal
Sanjeeta Sharma Pokharel +4 more
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This research is motivated by the fact that it is not uncommon for divisions between minority and majority groups to occur due to religious differences.
Salmiati Salmiati +3 more
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Nicolas Bouvier, Prométhée voyageur
The opposition between nomads and sedentary people goes back to the dawn of time. In the West, the nomad is often feared, but in Asia, he has a noble aura, as discovered by Nicolas Bouvier, a writer-traveller of Swiss origin, who, in the 1950s, set off ...
Hugo Manuel Vaz
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Analytic solutions for iterative functional differential equations
Because of its technical difficulties the existence of analytic solutions to the iterative differential equation $x'(z)=x(az+bx(z)+c x'(z))$ is a source of open problems.
Pingping Zhang
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Redpath on the Nature of Philosophy [PDF]
In this article the author discusses Peter A. Redpath’s understanding of the nature of philosophy and his account of how erroneous understandings of philosophy have led to the decline of the West and to the separation of philosophy from modern science ...
Robert A. Delfino
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The Event of Faith: The Transformation of Philosophy by Theology in Rudolf Bultmann
This article suggests that Rudolf Bultmann can be seen to reconfigure Heidegger’s understanding of the relationship between philosophy and theology in terms of a transformation of philosophy by theology. In that sense, though Bultmann is often understood
Deketelaere Nikolaas
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Propagation of perturbations for a sixth-order thin film equation
We consider an initial-boundary problem for a sixth-order thin film equation, which arises in the industrial application of the isolation oxidation of silicon.
Zhenbang Li, Changchun Liu
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Global solutions to a one-dimensional nonlinear wave equation derivable from a variational principle
This article focuses on a one-dimensional nonlinear wave equation which is the Euler-Lagrange equation of a variational principle whose Lagrangian density involves linear terms and zero term as well as quadratic terms in derivatives of the field.
Yanbo Hu, Guodong Wang
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In this paper we study existence and uniqueness of solutions for a coupled system consisting of fractional differential equations of Caputo type, subject to Riemann–Liouville fractional integral boundary conditions.
Akbar Zada , Muhammad Yar, Tongxing Li
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On the theory of the known inverse problems for the heat transfer equation
The inverse problems for finding the initial condition and the right-hand side were studied for the heat transfer equation. A solution of the initial boundary value problem for the inhomogeneous heat transfer equation with sufficient conditions for the ...
K.B. Sabitov, A.R. Zaynullov
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