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100 results for "topology"
Carrizo Topologies By Christina McPhee
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Carrizo Topologies explores 'seismic memory' looping between the psychic space of human traumatic memory and the geomorphology of earthquake terrain. Drawings and large scale photomontage with text... More > fragments touch on remnants of seismic visualizations from recent quakes in a dramatic landscape of unpredictable extremes.< Less
Carrizo Topologies By Christina McPhee
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Carrizo Topologies explores 'seismic memory' looping between the psychic space of human traumatic memory and the geomorphology of earthquake terrain. Drawings and large scale photomontage with text... More > fragments touch on remnants of seismic visualizations from recent quakes in a dramatic landscape of unpredictable extremes.< Less
Stravinsky's Topology By Andrew Kuster
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Stravinsky's Topology is an innovative explanation of the music of the great composer Igor Stravinsky (1882-1971). Specifically, this book examines Stravinsky’s implementation of certain... More > twelve-tone row forms for particular formal events and to enhance the poetry in his later works with poetic texts. This book, reprinted from a doctoral dissertation, presents a new analytical method called Object-Oriented analysis to study Stravinsky’s smaller works "Epitaphium", "Anthem", "Elegy for J. F. K.", "Fanfare for a New Theater", and "The Owl and the Pussy-Cat". The remainder of this book is devoted to a detailed examination of Stravinsky’s expanded Object-Oriented compositional technique in "The Flood" and in his largest late work, "Threni". This investigation concludes with remarks about how a conductor can apply Object-Oriented analysis in performance. 216 pages.< Less
The Topology of Objecthood in Contemporary Art By Rebecca Taylor Duclos
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Forty years after the writing of “Art and Objecthood,” this thesis presents an alternative idea of objecthood that moves from Michael Fried’s original association of the concept... More > with the objects of literalist (minimalist) art to an idea of objecthood as a field (of both vision and action).< Less
The Topology of Objecthood in Contemporary Art By Rebecca Taylor Duclos
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Forty years after the writing of “Art and Objecthood,” this thesis presents an alternative idea of objecthood that moves from Michael Fried’s original association of the concept... More > with the objects of literalist (minimalist) art to an idea of objecthood as a field (of both vision and action).< Less
Gestures of Orbicular Topology By cheon Pyo lee
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Dispatching routes, machines and portrayals, Lee's Gestures of Orbicular Topology endeavors to morph and contort material forms through planetary motions. Orbiting the divide between form and... More > content, Lee's production attempts to entertain not a stable meaning but the pleasures and travails of navigation.< Less
Gestures of Orbicular Topology By cheon Pyo lee
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Dispatching routes, machines and portrayals, Lee's Gestures of Orbicular Topology endeavors to morph and contort material forms through planetary motions. Orbiting the divide between form and... More > content, Lee's production attempts to entertain not a stable meaning but the pleasures and travails of navigation.< Less
SIMP and ESO Topology Optimization Methods - Investigation Into Structural Optimization Problem Formulations By William Renold
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an academic paper comparing the relative merits of the SIMP and ESO topology optimization methods and their limitations.
SIMP and ESO Topology Optimization Methods - Investigation Into Structural Optimization Problem Formulations By William Renold
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an academic paper comparing the relative merits of the SIMP and ESO topology optimization methods and their limitations.
The Universal Effectiveness of Topological Thermodynamics..Vol 6 Non-Equilibrium Systems and Irreversible Processes. By Robert Kiehn
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Use Preview to see a Table of Contents Vol6. The Cartan Topology of exterior differential forms is equivalent to the disconnected, non metrizable, Kolmogorov T0 poset (3) topology of four... More > ingredients. Examples are given to demonstrate that non-equilibrium systems of distinguishable particles and irreversible processes are due to the non-metrizable features of the Kolmogorov-Cartan T0 topology. The problem of incorporating indistinguishable objects (statistical wave-diffusion distributions)into a topological perspective of Thermodynamics is accomplished by using differential form densities and Not-T0 topologies, without separation axioms. Homotopic processes on the differential form densities describe complex diffusion equations, such as the wave equation, the diffusion equation, the Landau-Ginsburg equations, the Schroedinger equation, and many others.< Less