• Connects the philosophy of the I Ching with key recent advances in cosmology, such as the Big Bang theory, Roger Penrose's cyclic conformal cosmology, and his and Stuart Hameroff's cosmic quantum brain dynamics • Explains the Taoist cosmology of Heaven-Humanity Oneness in the context of Teilhard de Chardin’s evolutionism, Thomas Berry’s cosmogenetic trinity, and Brian Swimme’s 12 cosmological powers • Examines the holographic unity of Heaven, Earth, and Humankind at microcosmic, mesocosmic, and macrocosmic scales Is the universe inert and empty, or is it in some way responsive to consciousness? Breathing new life into a question that has perplexed philosophers since ancient times and scientists for the last century, physicist Zhen G. Ma, Ph.D., offers a quantitative “theory of everything” that beautifully integrates ancient I Ching philosophy, Eastern Taoism, modern cosmology, and the quantum brain dynamics of consciousness. Sharing insights from his years of research on space physics and black-hole spacetime—complemented by studies in quantum brain dynamics and cosmological powers with Brian Swimme at the California Institute of Integral Studies—Ma explains how his integrated theory draws primarily on two key paradigms in the philosophy of cosmology and consciousness: Swimme’s cosmic creation story of the universe as a green dragon and Roger Penrose and Stuart Hameroff’s cosmic consciousness. Extending these theories further, Ma shows how they harmonize not only with the ancient Eastern philosophy of the oneness of heaven and humanity, but also with a holographic cosmic principle that connects the quantum-plasma brain with the universe and earth with heaven. He then looks at this holographic unity in the cyclic process of birth, growth, decay, and death and shows how it resonates with Einstein-Friedmann’s cosmological dynamics and Hawking-Penrose’s quantum gravity model. Demonstrating a quantitative paradigm of everything, Ma shows how humanity is inextricably and holistically blended into the cosmic fabric of the universe.
This highlights ongoing research efforts on different aspects of polymer nanocomposites and explores their potentials to exhibit multi-functional properties. In this context, it addresses both fundamental and advanced concepts, while delineating the parameters and mechanisms responsible for these potentials. Aspects considered include embrittlement/toughness; wear/scratch behaviour; thermal stability and flame retardancy; barrier, electrical and thermal conductivity; and optical and magnetic properties. Further, the book was written as a coherent unit rather than a collection of chapters on different topics. As such, the results, analyses and discussions presented herein provide a guide for the development of a new class of multi-functional nanocomposites. Offering an invaluable resource for materials researchers and postgraduate students in the polymer composites field, they will also greatly benefit materials
This book gives a comprehensive and self-contained introduction to the theory of symmetric Markov processes and symmetric quasi-regular Dirichlet forms. In a detailed and accessible manner, Zhen-Qing Chen and Masatoshi Fukushima cover the essential elements and applications of the theory of symmetric Markov processes, including recurrence/transience criteria, probabilistic potential theory, additive functional theory, and time change theory. The authors develop the theory in a general framework of symmetric quasi-regular Dirichlet forms in a unified manner with that of regular Dirichlet forms, emphasizing the role of extended Dirichlet spaces and the rich interplay between the probabilistic and analytic aspects of the theory. Chen and Fukushima then address the latest advances in the theory, presented here for the first time in any book. Topics include the characterization of time-changed Markov processes in terms of Douglas integrals and a systematic account of reflected Dirichlet spaces, and the important roles such advances play in the boundary theory of symmetric Markov processes. This volume is an ideal resource for researchers and practitioners, and can also serve as a textbook for advanced graduate students. It includes examples, appendixes, and exercises with solutions.
This important reference offers a comprehensive review of the graft-versus-leukemia (GVL) or -tumor (GVT) effect following allogeneic stem cell transplantation and lymphocyte transfusion, covering a wide range of topics from alloimmune responses to clinical applications of GVL, and providing the basics to understand the mechanisms of the GVL effect while demonstrating methods that use the GVL effect to cure a greater number of cancer patients. Presents preliminary data supporting the idea that allogeneic cell therapy can be used not only for the treatment of leukemia but also for metastatic solid tumors! Written by over 40 world renowned experts in the field and containing more than 1450 references for in-depth exploration of the subject, Allogeneic Immunotherapy for Malignant Diseases investigates the capacity of the donor-and the host-to destroy residual leukemia cells by allogeneic immune reaction determines how to direct immune reactions against hematopoietic malignancies safely reveals which other malignant conditions may be responsive to allogeneic-mediated graft-versus-tumor reactions covers the mechanisms that contribute to the development of responses to minor histocompatibility complex (mHC) molecules focuses on the biology of effector cells and their role in mediating GVL reactions in chronic myeloid leukemia (CML) summarizes the putative impact of human mHag on the GVL effect in bone marrow transplantation (BMT) addresses the potential and limitations of oncogene-based immunotherapy examines ways to isolate and control the GVL component of allograft immunity discusses efforts to develop specific anti-leukemic T-cell immunotherapy and more! Attributing the curative effect of allogeneic stem cell transplantation to the GVL or GVT effect, Allogeneic Immunotherapy for Malignant Diseases is an indispensable reference for hematologists, clinical oncologists, immunologists and researchers in the fields of tumor immunology and cancer immunotherapy, internists, residents, and medical school students in these disciplines.
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