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"on exponential functionals of brownian motion and related processes".
"on exponential functionals of brownian motion and related processes".
Última actualización: 2016-03-03
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huxley (2003) 'exponential sums and lattice points iii', "proc.
huxley (2003) 'exponential sums and lattice points iii', "proc.
Última actualización: 2016-03-03
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http://www.skepticalscience.com//exponential-increase-co2-warming.htm
http://www.skepticalscience.com/monckton-myth-5-dangerous-warming.html
Última actualización: 2018-02-13
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to determine uniqueness of solutions in the whole space it is necessary to assume an exponential bound on the growth of solutions, this assumption is consistent with observed experiments.
to determine uniqueness of solutions in the whole space it is necessary to assume an exponential bound on the growth of solutions.
Última actualización: 2016-03-03
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siempre seremos leales e invencibles seguidores de tf exponential fc y quien intente apoderarse de tf exponential fc recogerá el polvo de su suelo anegado en sangre, si no perece en la lucha.
we will always be loyal and invincible supporters of tf exponential fc and whoever tries to take over tf exponential fc will gather dust from its blood-soaked soil, if they do not perish in the fight. hasta la victoria siempre
Última actualización: 2023-11-28
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in certain fields, such as language parsing, techniques such as chart parsing can exploit constraints in the problem to reduce an exponential complexity problem into a polynomial complexity problem.
in certain fields, such as language parsing, techniques such as chart parsing can exploit constraints in the problem to reduce an exponential complexity problem into a polynomial complexity problem.
Última actualización: 2016-03-03
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over a compact subset of "m", this follows by fixing a riemannian metric on "m" and using the exponential map for that metric.
over a compact subset of "m", this follows by fixing a riemannian metric on "m" and using the exponential map for that metric.
Última actualización: 2016-03-03
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monographs on the lambert "w" function, its numerical approximation and generalizations for "w"-like inverses of transcendental forms with repeated exponential towers.
monographs on the lambert "w" function, its numerical approximation and generalizations for "w"-like inverses of transcendental forms with repeated exponential towers.
Última actualización: 2016-03-03
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===exponential distribution===if formula_40 are independent and exponentially distributed with expected value "θ" (an unknown real-valued positive parameter), then formula_106 is a sufficient statistic for θ.
===exponential distribution===if formula_52 are independent and exponentially distributed with expected value "θ" (an unknown real-valued positive parameter), then formula_119 is a sufficient statistic for θ.
Última actualización: 2016-03-03
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