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There was no Superman in this reality (his younger self, Superboy. Using an artificial life-form called the "protoplasmic matrix", Lex created a red-headed woman, Matrix, who resembled his true love, the deceased alternate-reality Lana Lang.
Mae began living with Lex, and even had an altercation with her "brother" Superman over it, although she did assure him that she would keep his secret regardless. In one pathological instance, nonlinearity is flagged by significant (15%) departure from the algebraic solution.The linearized age error estimate is still found to be acceptably close to the (exact) NEA estimate, provided however that covariance between datasets will be invariably corrupted by large covariance corrections, a full-fledged error analysis as made possible through NEA is clearly desirable in most situations.It is based on determining the natural radiation dose to which a sample has been exposed during its burial period.This paper outlines the basic concepts, and reviews recent studies on the methods and models of ESR dating. This review paper is one of two in this volume providing an overview of recent developments in the field of electron spin resonance (ESR) dating.Matrix possessed all of Lana's memories, due to Lana's synaptic pathways being copied into Matrix.
Lex had also patterned her physiology to resemble Superman's, whom he had seen by using one of his many inventions to look into the mainstream universe.
age involves several sources of systematic (external) and statistic (mostly instrumental) errors that should be propagated into the final result for a proper statistical assessment of the age uncertainty and the overall resolution of the dating technique.
Error propagation is usually carried out by linearized error expansion techniques that weight the relative variance contribution of each input parameter by the squared partial derivative of the age function relative to this variable.
Computation of partial derivatives through the working equations is tedious and error-prone, however.
As a result, several data reduction schemes using different levels of approximation are implemented in various laboratories, some of which ignore certain sources of error while others use simplified error equations, thus making direct comparison of published age and error estimates sometimes inaccurate. Acta 51, 2129–2135], a complete numerical error analysis (NEA) is proposed that includes up to 28 possible sources of error.
Based on the general numerical approach outlined by Roddick (1987) [Roddick, J. Generalized numerical error analysis with applications to geochronology and thermodynamics. The NEA code of Roddick (1987) is recast into a more rigorous central finite-difference (CFD) scheme, and applied to three non-ideal, worked examples to test underpinning assumptions of the linearized error propagation by extending the error analysis to higher-order terms of the Taylor expansion of the age equation.