The mirror's goo swallows him whole, symbolizing that there is no turning back for him and although the pursuit of learning the truth will be painful, it will eventually set him free.īefore Screen Rant, Dhruv wrote over 2K articles for The Cinemaholic, covering anime, television, and movies. This metamorphosis further escalates when Neo touches the mirror. When he finally takes the red pill, his skewed perception of reality begins to correct itself, and, in turn, even the mirror reflects this change by transitioning from its broken state to being mended. The mirror seemingly serves as a boundary between Neo's perception and reality in The Matrix. However, this begs an interesting question: Why was a mirror used instead of a wall or any other inanimate object? As the Wachowskis explained in an interview ( via MatrixFans), the mirror represents the idea of " worlds within worlds," which alludes to the Matrix's existence as a simulated world within the real world. Put simply, in technical terms, the mirror creates a seamless graphic match that links the two scenes. Since the mirror's silvery goo seems similar to the liquid in Neo's pod, the mirror plays a crucial role in transitioning Neo and the movie's audience from one perceived reality to another. The mirror moment slowly raises the scene's tension while leading up to Neo's sudden shock of waking up in the pod. On the surface, the mirror scene symbolizes that once Neo releases his firm hold on his pre-held conceptions of reality by taking the red pill, the Matrix begins to dissolve before his eyes. RELATED: Matrix Resurrections Already Told You Why The Matrix 5 Won't Happen A cracked mirror next to him mysteriously changes, and when he touches it, a silver liquid clings to his fingers and rapidly spreads all over his body. Neo takes the former, and his perception of reality begins to distort. 3.In one of The Matrix's most memorable scenes, Morpheus offers Neo a choice between two pills: a red one to learn the Matrix's truth and a blue one to settle for the delusional comfort of ignorance.3.1 Linear transformations of random variables.There are relations between the behavior of the moment-generating function of a distribution and properties of the distribution, such as the existence of moments. The moment-generating function of a real-valued distribution does not always exist, unlike the characteristic function. In addition to real-valued distributions (univariate distributions), moment-generating functions can be defined for vector- or matrix-valued random variables, and can even be extended to more general cases. However, not all random variables have moment-generating functions.Īs its name implies, the moment generating function can be used to compute a distribution’s moments: the nth moment about 0 is the nth derivative of the moment-generating function, evaluated at 0. There are particularly simple results for the moment-generating functions of distributions defined by the weighted sums of random variables. Thus, it provides the basis of an alternative route to analytical results compared with working directly with probability density functions or cumulative distribution functions. In probability theory and statistics, the moment-generating function of a real-valued random variable is an alternative specification of its probability distribution. Concept in probability theory and statistics
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