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A passacaglia with 100 variations, a microcosm of the entire series of 100 etudes 76: Imitations. Presto assai: 1:10: Nicola Ventrella: 12/19/1997: 77 (no marking) 1:34: Nicola Ventrella: 12/19/1997: 78 (no marking) 1:44: Ernest So: 3/21/2020: 79: The inlaid line. Legatissimo il tema melodico: 2:08: Jørgen Hald Nielsen: 4/9/2011 80: La linea ...
Transcendentalism is a philosophical, spiritual, and literary movement that developed in the late 1820s and 1830s in the New England region of the United States. [1] [2] [3] A core belief is in the inherent goodness of people and nature, [1] and while society and its institutions have corrupted the purity of the individual, people are at their best when truly "self-reliant" and independent.
The concept of the plane itself is significant as it implies that immanence cannot simply be conceived as the within, but also as the upon, as well as the of.An object is not simply within a larger system, but folds from that very same system, functioning and operating consistently upon it, with it and through it, immanently mapping its environment, discovering its own dynamic powers and ...
The square root of the Gelfond–Schneider constant is the transcendental number = 1.632 526 919 438 152 844 77.... This same constant can be used to prove that "an irrational elevated to an irrational power may be rational", even without first proving its transcendence.
Transcendence can be attributed to the divine not only in its being, but also in its knowledge. Thus, God may transcend both the universe and knowledge (is beyond the grasp of the human mind). Although transcendence is defined as the opposite of immanence, the two are not necessarily mutually exclusive.
[12] In 1900 David Hilbert posed his famous collection of problems. The seventh of these, and one of the hardest in Hilbert's estimation, asked about the transcendence of numbers of the form a b where a and b are algebraic, a is not zero or one, and b is irrational.
Although there was disagreement about their number, there was consensus that, in addition to the basic concept of being itself (ens), unity (unum), truth (verum) and goodness (bonum) were part of the transcendental family. [1] Since then, essence (res), otherness (aliquid) and, more recently, beauty (pulchrum) have been added.
John Herschel, Description of a machine for resolving by inspection certain important forms of transcendental equations, 1832. In applied mathematics, a transcendental equation is an equation over the real (or complex) numbers that is not algebraic, that is, if at least one of its sides describes a transcendental function. [1]