multiplicity of change
51Eigenvalues and eigenvectors — For more specific information regarding the eigenvalues and eigenvectors of matrices, see Eigendecomposition of a matrix. In this shear mapping the red arrow changes direction but the blue arrow does not. Therefore the blue arrow is an… …
52Christian Hellwig — Neoclassical economics Nationality German Institution Toulouse School of Economics Field Economic theory, Macroeconomics Alma mater …
53science fiction — a form of fiction that draws imaginatively on scientific knowledge and speculation in its plot, setting, theme, etc. [1925 30] * * * Fiction dealing principally with the impact of actual or imagined science on society or individuals, or more… …
54Nature and Attributes of God — The Nature and Attributes of God † Catholic Encyclopedia ► The Nature and Attributes of God I. As Known Through Natural Reason A. Infinity of God B. Unity or Unicity of God C. Simplicity of God D. Divine Personality… …
55American modernism — like modernism in general is a trend of thought that affirms the power of human beings to create, improve, and reshape their environment, with the aid of scientific knowledge, technology and practical experimentation, and is thus in its essence… …
56Taoism — Taoist, n., adj. Taoistic, adj. /dow iz euhm, tow /, n. 1. the philosophical system evolved by Lao tzu and Chuang tzu, advocating a life of complete simplicity and naturalness and of noninterference with the course of natural events, in order to… …
57Plato and Platonism — • Greek philosopher (b. c. 428 B.C.) Catholic Encyclopedia. Kevin Knight. 2006. Plato and Platonism Plato and Platonism † …
58Multiple star — Artist s impression of the orbits of HD 188753, a triple star system A multiple star consists of three or more stars which appear from the Earth to be close to one another in the sky. This may result from the stars being physically close and… …
59Argument principle — In complex analysis, the Argument principle (or Cauchy s argument principle) states that if f ( z ) is a meromorphic function inside and on some closed contour C , with f having no zeros or poles on C , then the following formula holds: oint {C}… …
60Intersection theory (mathematics) — In mathematics, intersection theory is a branch of algebraic geometry, where subvarieties are intersected on an algebraic variety, and of algebraic topology, where intersections are computed within the cohomology ring. The theory for varieties is …
