ordinary bracket
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Ordinary income — Part of a series on Taxation Taxation in the United States … Wikipedia
Bracket — 〈 redirects here. It is not to be confused with く, a Japanese kana. This article is about bracketing punctuation marks. For other uses, see Bracket (disambiguation). Due to technical restrictions, titles like :) redirect here. For typographical… … Wikipedia
arts, East Asian — Introduction music and visual and performing arts of China, Korea, and Japan. The literatures of these countries are covered in the articles Chinese literature, Korean literature, and Japanese literature. Some studies of East Asia… … Universalium
Graded Lie algebra — In mathematics, a graded Lie algebra is a Lie algebra endowed with a gradation which is compatible with the Lie bracket. In other words, a graded Lie algebra is a Lie algebra which is also a nonassociative graded algebra under the bracket… … Wikipedia
Capital gains tax in the United States — In the United States, individuals and corporations pay income tax on the net total of all their capital gains just as they do on other sorts of income. Capital gains are generally taxed at a preferential rate in comparison to ordinary income.… … Wikipedia
Roth IRA — A Roth IRA is an Individual Retirement Account (IRA) allowed under the tax law of the United States. Named for its chief legislative sponsor, Senator William Roth of Delaware, a Roth IRA differs in several significant ways from other… … Wikipedia
Generalized complex structure — In the field of mathematics known as differential geometry, a generalized complex structure is a property of a differential manifold that includes as special cases a complex structure and a symplectic structure. Generalized complex structures… … Wikipedia
income tax — a tax levied on incomes, esp. an annual government tax on personal incomes. [1790 1800] * * * Levy imposed by public authority on the incomes of persons or corporations within its jurisdiction. In nations with an advanced system of private… … Universalium
Lie derivative — In mathematics, the Lie derivative, named after Sophus Lie by Władysław Ślebodziński, evaluates the change of one vector field along the flow of another vector field.The Lie derivative is a derivation on the algebra of tensor fields over a… … Wikipedia
Phenomenology (The beginnings of) — The beginnings of phenomenology Husserl and his predecessors Richard Cobb Stevens Edmund Husserl was the founder of phenomenology, one of the principal movements of twentieth century philosophy. His principal contribution to philosophy was his… … History of philosophy
fungus — fungic /fun jik/, adj. funguslike, adj. /fung geuhs/, n., pl. fungi /fun juy, fung guy/, funguses, adj. n. 1. any of a diverse group of eukaryotic single celled or multinucleate organisms that live by decomposing and absorbing the organic… … Universalium
