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No matter what forests are used for, forest managers have to deal with interactions between individual trees and between trees and other forest organisms. To understand these interactions, long-term monitoring of spontaneous forest development is necessary. A complete monitoring system has been developed including a computer package for analysis of long-term observation of forest dynamics. The system's name, "SILVI-STAR", is an acronym of SILVIgenesis and Single-tree Three-dimensional Architecture. A method of nested plot data collection on forest architecture and plant species composition has been developed out for monitoring purposes.
Key Features * Historical seisograms are extremely important in establishing a long-term database and in supplementing more recent information obtained by global seismic networks; The papers presented here address awide range of historical earthquake research and discuss earthquake data from around the world, which has until now remained largely inaccessible; Topics include: * importance of historical seismograms for geophysical research * historical seismograms and interpretation of strong earthquakes * application of modern techniques to analysis of historical earthquakes
Volume One: 120 ancient Mesopotamian texts from the Metropolitan Museum's extensive collection of cuneiform tablets are published here in a projected multi-volume edition. -- Metropolitan Museum of Art website.
This book originated from an introductory lecture course on dynamical systems given by the author for advanced students in mathematics and physics at ETH Zurich. The first part centers around unstable and chaotic phenomena caused by the occurrence of homoclinic points. The existence of homoclinic points complicates the orbit structure considerably and gives rise to invariant hyperbolic sets nearby. The orbit structure in such sets is analyzed by means of the shadowing lemma, whose proof is based on the contraction principle. This lemma is also used to prove S. Smale's theorem about the embedding of Bernoulli systems near homoclinic orbits. The chaotic behavior is illustrated in the simple mechanical model of a periodically perturbed mathematical pendulum. The second part of the book is devoted to Hamiltonian systems. The Hamiltonian formalism is developed in the elegant language of the exterior calculus. The theorem of V. Arnold and R. Jost shows that the solutions of Hamiltonian systems which possess sufficiently many integrals of motion can be written down explicitly and for all times. The existence proofs of global periodic orbits of Hamiltonian systems on symplectic manifolds are based on a variational principle for the old action functional of classical mechanics. The necessary tools from variational calculus are developed. There is an intimate relation between the periodic orbits of Hamiltonian systems and a class of symplectic invariants called symplectic capacities. From these symplectic invariants one derives surprising symplectic rigidity phenomena. This allows a first glimpse of the fast developing new field of symplectic topology.
I have physical scars from past surgeries, however, I have emotional scars as well. They were buried deep inside (hidden). It wasn't until my mother died was I able to "catch my breath" and to make sense of or process the emotional pain I had endured due to her prescription drug addiction, resulting in my own addictions.
This anthology of essays, interviews, and autobiographical pieces provides an invaluable overview of the evolution of contemporary music—from chromaticism, serialism, and indeterminacy to jazz, vernacular, electronic, and non-Western influences. Featuring classic essays by Stravinsky, Stockhausen, and Reich, as well as writings by lesser-known but equally innovative composers such as Jack Beeson, Richard Maxfield, and T. J. Anderson, this collection covers a broad range of styles and approaches. Here you will find Busoni's influential "Sketch of a New Esthetic of Music"; Partch's exploration of a new notation system; Babbitt's defense of advanced composition in his controversial "Who Cares If You Listen?"; and Pauline Oliveros's meditations on sound. Now updated with fifteen new composers including Michael Tippet, György Ligeti, Gunther Schuller, Ben Johnston, Sofia Gubaidulina, and William Bolcom, this important book gathers together forty-nine pieces—many out of print and some newly written for this volume—which serve as a documentary history of twentieth-century music, in theory and practice. Impassioned, provocative, and eloquent, these writings are as exciting and diverse as the music they discuss.
During the 1980s the Marshallian concept of industrial district (ID) became widely popular due to the resurgence of interest in the reasons that make the agglomeration of specialised industries a territorial phenomenon worth being analysed. The analysis of clusters and IDs has often been limited, considering only the local dimension of the created business networks. The external links of these systems have been systematically under-evaluated. This book offers a deep insight into the evolution of these systems and the internal-external mechanism of knowledge circulation and learning. This means that the access to external knowledge (information or R&D cooperative research) or to productive networks (global supply chains) is studied in order to describe how external knowledge is absorbed and how local clusters or districts become global systems. It provides a unified approach; showing that existing capabilities expand when locally embedded knowledge is combined with accessible external knowledge. In this view, external knowledge linkages reduce the danger of cognitive ‘lock-in’ and ‘over-embeddedness’, which may become important obstacles to local learning and innovation when technological trajectories and global economic conditions change. A selection of international experts
This book, based on lectures given at the Accademia dei Lincei, is an accessible and leisurely account of systems that display a chaotic time evolution. This behaviour, though deterministic, has features more characteristic of stochastic systems. The analysis here is based on a statistical technique known as time series analysis and so avoids complex mathematics, yet provides a good understanding of the fundamentals. Professor Ruelle is one of the world's authorities on chaos and dynamical systems and his account here will be welcomed by scientists in physics, engineering, biology, chemistry and economics who encounter nonlinear systems in their research.