definite problem
91calendar — calendrical /keuh len dri keuhl/, calendric, calendarial /kal euhn dair ee euhl/, calendarian, calendaric, adj. /kal euhn deuhr/, n. 1. a table or register with the days of each month and week in a year: He marked the date on his calendar. 2. any …
92De Broglie–Bohm theory — Quantum mechanics Uncertainty principle …
93SYNAGOGUE — This article is arranged according to the following outline. origins and history until the first century first century c.e. middle ages modern period …
94Actual infinity — is the idea that numbers, or some other type of mathematical object, can form an actual, completed totality; namely, a set. Hence, in the philosophy of mathematics, the abstraction of actual infinity involves the acceptance of infinite entities,… …
95United Nations Security Council Resolution 242 — (S/RES/242) was adopted unanimously by the UN Security Council on November 22, 1967 in the aftermath of the Six Day War. It was adopted under Chapter VI of the United Nations Charter. [ [http://domino.un.org/unispal.nsf/db942872b9eae454852560f6005… …
96Apostrophe — redirects here. For other uses, see (disambiguation). Apostrophes redirects here. For the music book, see Apostrophes: A Book of Tributes to Masters of Music. For other uses, see Apostrophe (disambiguation). ’ Apostrophe …
97Hereditary hemorrhagic telangiectasia — Classification and external resources Characteristic lip telangiectases. ICD 10 I …
98India — /in dee euh/, n. 1. Hindi, Bharat. a republic in S Asia: a union comprising 25 states and 7 union territories; formerly a British colony; gained independence Aug. 15, 1947; became a republic within the Commonwealth of Nations Jan. 26, 1950.… …
99Marxism — /mahrk siz euhm/, n. the system of economic and political thought developed by Karl Marx, along with Friedrich Engels, esp. the doctrine that the state throughout history has been a device for the exploitation of the masses by a dominant class,… …
100Mathematics and Physical Sciences — ▪ 2003 Introduction Mathematics Mathematics in 2002 was marked by two discoveries in number theory. The first may have practical implications; the second satisfied a 150 year old curiosity. Computer scientist Manindra Agrawal of the… …
