many-dimensional
31Non-convexity (economics) — In economics, non convexity refers to violations of the convexity assumptions of elementary economics. Basic economics textbooks concentrate on consumers with convex preferences (that do not prefer extremes to in between values) and convex budget …
32Karl Pearson — Infobox Scientist name = Karl Pearson |300px caption = Karl Pearson (né Carl Pearson) birth date = birth date|1857|3|27|mf=y birth place = Islington, London, England death date = death date and age|1936|4|27|1857|3|27|mf=y death place =… …
33Hasidic philosophy — This article is about Hasidic philosophy. For an overview of the Hasidic movement, see Hasidic Judaism. Hasidus called the Torah of the Baal Shem Tov and his Wellsprings , after his account in a letter to Gershon of Kitov about the elevation of… …
34Nelder-Mead method — See simplex algorithm for the numerical solution of the linear programming problem. The Nelder Mead method or downhill simplex method or amoeba method is a commonly used nonlinear optimization algorithm. It is due to John Nelder R. Mead (1965)… …
35Boris Chirikov — Boris Valerianovich Chirikov (Russian Борис Валерианович Чириков)(June 6, 1928 ndash; February 12, 2008) was an outstanding Soviet and Russian physicist. He was the founder of the physical theory of Hamiltonian chaos and made pioneering… …
36Nelder–Mead method — Nelder–Mead simplex search over the Rosenbrock banana function (above) and Himmelblau s function (below) See simplex algorithm for Dantzig s algorithm for the problem of linear opti …
37capital and interest — ▪ economics Introduction in economics, a stock of resources that may be employed in the production of goods and services and the price paid for the use of credit or money, respectively. Capital in economics is a word of many meanings …
38Quantum Monte Carlo — is a large class of computer algorithms that simulate quantum systems with the idea of solving the many body problem. They use, in one way or another, the Monte Carlo method to handle the many dimensional integrals that arise. Quantum Monte Carlo …
39Modal logic — is a type of formal logic that extends classical propositional and predicate logic to include operators expressing modality. Modals words that express modalities qualify a statement. For example, the statement John is happy might be qualified by… …
40Drexler–Smalley debate on molecular nanotechnology — The Drexler–Smalley debate on molecular nanotechnology was a public dispute between K. Eric Drexler, founder of the field of molecular nanotechnology, and Richard Smalley, a recipient of the 1996 Nobel prize in Chemistry for the discovery of the… …
