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By continuing to browse the site you are agreeing to our use of cookies. Find out more in our privacy policy. A melting pot of sultry depictions, deep embraces from beyond and reflections locked in the groove.

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The landscape vast, the influences many, but the common ground being a unity exemplified by the soul. Alongside this an unearthed gem from his group Dreamkatchers provides an unforgotten vibe from legendary beat smith Kev Brown. Built out of connection to the earth, the soul and the spirit within all, from the essence of Hip Hop fundamentals.

The contributors here present research in novel empirical contexts, the benefits and limits of the old dichotomy are discussed, and new theoretical strategies proposed.

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Anna Fedele explores in her work the intersections of gender and religion, the importance of corporeality in religious contexts, and ritual creativity. She has done extensive fieldwork on alternative pilgrimages to French shrines and is the author of Looking for Mary Magdalene forthcoming, Oxford University Press.

He has specialized in the anthropology of religion, having worked on Pentecostal movements in southern Europe. Currently, he is working with African prophetic movements, discussing issues of leadership, charisma, memory, transmission, knowledge and rationalism. Chapter 1.

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Chapter 2. Miracles and exchange in Apiao, southern Chile Giovanna Bacchiddu. Chapter 3.

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The backbone of the book is a general methodology for the numerical solution of differential equations based on Galerkin's method using piecewise polynomial approximation. It begins with a constructive proof of the Fundamental Theorem of Calculus that illustrates the close connection between integration and numerical quadrature and introduces basic issues in the numerical solution of differential equations including piecewise polynomial approximation and adaptive error control.


After preparatory material on linear algebra and polynomial approximation, the computational methodology is developed starting with model problems taking the form of scalar linear ordinary differential equations, then proceeding through systems of linear ordinary differential equations to linear partial differential equations including the Poisson equation, the heat equation, the wave equation and convection-diffusion-absorption equations.

The book includes background material on the derivation of the differential equations as mathematical models of physical phenomena and mathematical results on properties of the solutions of differential equations.

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The theme of error estimation and adaptive error control is developed consistently. This text is suitable for courses in mathematics, science, and engineering ranging from calculus, linear algebra, differential equations to specialized courses on computational methods for differential equations. The book is written in an accessible style and includes all of the necessary background material from calculus, linear algebra, numerical analysis, mechanics, and physics.