Найти книгу: "Kant's Principles of Politics and Perpetual Peace"

Immanuel Kant (1724-1804) was considered to be one of the most important and influential figures in Western philosophy for his work in the areas of metaphysics, anthropology, theoretical physics, logic, and moral philosophy. Remarkably, Kant never left the town of Konigsberg, Germany, where he had been born, received schooling, and served as lecturer at the University. Despite his provinciality, Kant developed original and comprehensive ideas in the field of politics, including his opposition to democracy, the establishment of lasting world peace, and the development of a political community of constitutional republics, all grounded on the principle of Right. This work contains Kant's «Idea of a Universal Cosmopolitical History, Principles of Political Right, The Principle of Progress,» and his most famous essay, «Perpetual Peace,» the formal exposition of Kant's political idea in which he proposed the creation of a International Federation as a means to secure 'the sweet dream of peace'.

Rizzoni is designed for the sophomore/junior level, Introduction to Electrical Engineering course required for non-EE majors. The most widely used book for this course, Rizzoni introduces non-majors to the three basic areas of electrical engineering: circuits, electronics, and electromechanics. The second edition continues the tradition of focusing on the topics and issues of interest to the non-electrical engineering student. To maintain student interest in these topics, Rizzoni provides numerous links between electrical engineering and other engineering fields.

The summer of 1939, the last summer of peace before World War II. Helmut Krauss, a young German pianist, returns home after completing his education in Britain, only to discover that his mother has become an ardent supporter of Hitler. Far from sharing his mother’s enthusiasm, Helmut applies for an American visa, but Frau Krauss doesn’t give up easily – she believes that her talented son and German Reich are made for each other…