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Buku Ajar Manajemen Investasi
Buku Ajar Manajemen Investasi ini disusun sebagai buku panduan komprehensif yang menjelajahi kompleksitas dan mendalamnya tentang ilmu manajemen investasi. Buku ini dapat digunakan oleh pendidik dalam melaksanakan kegiatan pembelajaran di bidang ilmu manajemen investasi dan di berbagai bidang Ilmu terkait lainnya. Buku ini dapat digunakan sebagai panduan dan referensi mengajar mata kuliah manajemen investasi dan menyesuaikan dengan Rencana Pembelajaran Semester tingkat Perguruan Tinggi masing-masing. Secara garis besar, buku ajar ini pembahasannya mulai dari pengertian investasi, pengelompokan aset dan instrumen keuangan, pasar derivatif, risiko dan tingkat pengembalian, konsep portofolio, bentuk pasar modal yang efisien, capital asset pricing model dan arbitrage pricing theory, konsep dasar dalam menganalisa investasi. Selain itu materi mengenai teknis penyusunan portofolio saham yang efisien juga di bahas secara mendalam. Buku ajar ini disusun secara sistematis, ditulis dengan bahasa yang jelas dan mudah dipahami, dan dapat digunakan dalam kegiatan pembelajaran.
Buku Ajar Statistik Ekonomi
Buku Ajar Statistik Ekonomi ini disusun sebagai buku panduan komprehensif yang menjelajahi kompleksitas dan mendalamnya tentang ilmu statistik ekonomi. Buku ini dapat digunakan oleh pendidik dalam melaksanakan kegiatan pembelajaran di bidang ilmu statistik ekonomi dan diberbagai bidang Ilmu terkait lainnya. Buku ini dapat digunakan sebagai panduan dan referensi mengajar mata kuliah statistik ekonomi dan menyesuaikan dengan Rencana Pembelajaran Semester tingkat Perguruan Tinggi masing-masing. Secara garis besar, buku ajar ini pembahasannya mulai dari pengertian dan peranan statistika dalam penelitian, data statistik dalam penelitian, distribusi frekuensi, tendensi sentral, bentuk distribusi data, angka indeks, probalititas, permutasi dan kombinasi, populasi dan sampel dalam penelitian, konsep dasar hipotesis penelitian, validitas dan reliabilitas, analisis trend. Selain itu materi mengenai korelasi dan regresi dan korelasi dan regresi ganda juga di bahas secara mendalam. Buku ajar ini disusun secara sistematis, ditulis dengan bahasa yang jelas dan mudah dipahami, dan dapat digunakan dalam kegiatan pembelajaran.
Actuarial Mathematics
These lecture notes from the 1985 AMS Short Course examine a variety of topics from the contemporary theory of actuarial mathematics. Recent clarification in the concepts of probability and statistics has laid a much richer foundation for this theory. Other factors that have shaped the theory include the continuing advances in computer science, the flourishing mathematical theory of risk, developments in stochastic processes, and recent growth in the theory of finance. In turn, actuarial concepts have been applied to other areas such as biostatistics, demography, economic, and reliability engineering.
Greening Asia
"The transition from Green to Sustainable needs new tools for thinking, new descriptors that speak of both mitigation of impact and resilience to adverse change. A number of recent Asian projects go beyond the current conventions of Greening. Individually they speak of the diversity of the region; collectively they illustrate six principles that could be a bridge to sustainability."--Back cover.
Peirce on Signs
Charles Sanders Peirce (1839-1914) is rapidly becoming recognized as the greatest American philosopher. At the center of his philosophy was a revolutionary model of the way human beings think. Peirce, a logician, challenged traditional models by describing thoughts not as "ideas" but as "signs," external to the self and without meaning unless interpreted by a subsequent thought. His general theory of signs -- or semiotic -- is especially pertinent to methodologies currently being debated in many disciplines. This anthology, the first one-volume work devoted to Peirce's writings on semiotic, provides a much-needed, basic introduction to a complex aspect of his work. James Hoopes has selected the most authoritative texts and supplemented them with informative headnotes. His introduction explains the place of Peirce's semiotic in the history of philosophy and compares Peirce's theory of signs to theories developed in literature and linguistics.
Econophysics and Sociophysics
Using tricks to handle coupled nonlinear dynamical many-body systems, several advancements have already been made in understanding the behavior of markets/economic/social systems and their dynamics. The book intends to provide the reader with updated reviews on such major developments in both econophysics and sociophysics, by leading experts in the respective fields. This is the first book providing a panoramic view of these developments in the last decade.
Godel
Kurt Gödel was an intellectual giant. His Incompleteness Theorem turned not only mathematics but also the whole world of science and philosophy on its head. Shattering hopes that logic would, in the end, allow us a complete understanding of the universe, Gödel's theorem also raised many provocative questions: What are the limits of rational thought? Can we ever fully understand the machines we build? Or the inner workings of our own minds? How should mathematicians proceed in the absence of complete certainty about their results? Equally legendary were Gödel's eccentricities, his close friendship with Albert Einstein, and his paranoid fear of germs that eventually led to his death from self-starvation. Now, in the first book for a general audience on this strange and brilliant thinker, John Casti and Werner DePauli bring the legend to life.
Linear Algebra and Differential Equations
The material presented in this book corresponds to a semester-long course, ``Linear Algebra and Differential Equations'', taught to sophomore students at UC Berkeley. In contrast with typical undergraduate texts, the book offers a unifying point of view on the subject, namely that linear algebra solves several clearly-posed classification problems about such geometric objects as quadratic forms and linear transformations. This attractive viewpoint on the classical theory agrees well with modern tendencies in advanced mathematics and is shared by many research mathematicians. However, the idea of classification seldom finds its way to basic programs in mathematics, and is usually unfamiliar t...
