Ura demonstrates that his theory of multiple feature-checking, an extension of Chomsky's Agr-less checking theory, gives a natural explanation for a wide range of data drawn from a variety of languages in a very consistent way with a limited set of parameters.
Burial in the Clouds is the first English language translation of Hiroyuki Agawa's classic novel of World War II, Kumo No Bohyo. A powerful novel, it takes the form of the war-time diary of a young Japanese college student inducted into the Imperial Navy at the height of World War II. Trained as a combat pilot, he is transferred to one of the new "special attack" or "kamikaze" units when the tide of the war turns against Japan. Like many young men of his generation, Jiro Yoshino, once a scholar of the humanities immersed in the study of poetry and philosophy, will offer everything he has to his country—his body, mind, and soul. By the age of twenty-five, Yoshino understands that his life, and those of his friends, will almost certainly be forfeit to the machinery of war. This wonderful translation brings to life the harsh realities of war as it explores the personal stories of these young soldiers.
Customarily, the framework of algebraic geometry has been worked over an algebraically closed field of characteristic zero, say, over the complex number field. However, over a field of positive characteristics, many unpredictable phenomena arise where analyses will lead to further developments.In the present book, we consider first the forms of the affine line or the additive group, classification of such forms and detailed analysis. The forms of the affine line considered over the function field of an algebraic curve define the algebraic surfaces with fibrations by curves with moving singularities. These fibrations are investigated via the Mordell-Weil groups, which are originally introduced for elliptic fibrations.This is the first book which explains the phenomena arising from purely inseparable coverings and Artin-Schreier coverings. In most cases, the base surfaces are rational, hence the covering surfaces are unirational. There exists a vast, unexplored world of unirational surfaces. In this book, we explain the Frobenius sandwiches as examples of unirational surfaces.Rational double points in positive characteristics are treated in detail with concrete computations. These kinds of computations are not found in current literature. Readers, by following the computations line after line, will not only understand the peculiar phenomena in positive characteristics, but also understand what are crucial in computations. This type of experience will lead the readers to find the unsolved problems by themselves.
This book bridges three different fields: nanoscience, bioscience, and environmental sciences. It starts with fundamental electrostatics at interfaces and includes a detailed description of fundamental theories dealing with electrical double layers around a charged particle, electrokinetics, and electrical double layer interaction between charged particles. The stated fundamentals are provided as the underpinnings of sections two, three, and four, which address electrokinetic phenomena that occur in nanoscience, bioscience, and environmental science. Applications in nanomaterials, fuel cells, electronic materials, biomaterials, stems cells, microbiology, water purificiaion, and humic substances are discussed.
Ura's theory of multiple feature-checking develops the basic idea in original and highly productive ways, providing persuasive answers to difficult questions that arise in widely-ranging languages, and opening up new and challenging problems. It is an impressive achievement, which merits careful study, according to Noam Chomsky.
Vierzehn Jahre nach dem großen Schamanenkampf: Hana Asakura, der Sohn des legendären Kriegers Yo Asakura, hat keine Lust mehr auf seinen gewöhnlichen Alltag. Er wünscht sich nichts sehnlicher, als sein Talent als Schamane unter Beweis stellen zu können. Da passt es ganz gut, dass plötzlich ein Junge namens Yohane vor ihm auftaucht und ihn zum Kampf herausfordert. Als Mitglied der »anderen Asakura-Familie« ist es sein Ziel, Hana umzubringen. Endlich ist sie da – die Chance, allen zu zeigen, was in ihm steckt!
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