incommensurate
41Phase transition — This diagram shows the nomenclature for the different phase transitions. A phase transition is the transformation of a thermodynamic system from one phase or state of matter to another. A phase of a thermodynamic system and the states of matter… …
42Eclipse cycle — Animated graph of a the paths of totality of a solar eclipse cycle. Eclipses may occur repeatedly, separated by certain intervals of time: these intervals are called eclipse cycles.[1] The series of eclipses separated by a repeat of one of these… …
43Democratic Republic of the Congo — Not to be confused with the neighbouring Republic of the Congo. Coordinates: 2°52′48″S 23°39′22″E / 2.88°S 23.656°E / 2 …
44George Peacock — Infobox Scientist name = George Peacock box width = 300px image width = 170px caption = birth date = April 9, 1791 birth place = Denton, Yorkshire, England death date = November 8, 1858 death place = Pall Mall, London, England residence = England …
45Raymond Aron — Raymond Claude Ferdinand Aron (March 14, 1905 mdash; October 17, 1983) was a French philosopher, sociologist and political scientist, well known to the broad public for his skeptical analyses of the post war vogue in France for leftist ideologies …
46Constructivist epistemology — is an epistemological perspective in philosophy about the nature of scientific knowledge[1]. Constructivists maintain that scientific knowledge is constructed by scientists and not discovered from the world. Constructivists claim that the… …
47Martín Fierro — This article deals with Hernández s poem. For other things named after it, see Martín Fierro (disambiguation) The Martín Fierro “ ...i …
48Superlubricity — is a regime of motion in which friction vanishes or very nearly vanishes.Superlubricity may occur when two crystalline surfaces slide over each other in dry incommensurate contact. This effect, also called structural lubricity , was suggested in… …
49D. T. Suzuki — Part of a series on Buddhism Outline · Portal History Timeline · Councils …
50Aperiodic tiling — are an aperiodic set of tiles, since they admit only non periodic tilings of the plane:] Any of the infinitely many tilings by the Penrose tiles is non periodic. More informally, many refer to the Penrose tilings as being aperiodic tilings , but… …
