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  2. Measurable function - Wikipedia

    en.wikipedia.org/wiki/Measurable_function

    Real-valued functions encountered in applications tend to be measurable; however, it is not difficult to prove the existence of non-measurable functions. Such proofs rely on the axiom of choice in an essential way, in the sense that Zermelo–Fraenkel set theory without the axiom of choice does not prove the existence of such functions.

  3. Measurement of memory - Wikipedia

    en.wikipedia.org/wiki/Measurement_of_memory

    Short-term memory has limited capacity and is often referred to as "working-memory", however these are not the same. Working memory involves a different part of the brain and allows you to manipulate it after initial storage. The information that travels from sensory memory to short-term memory must pass through the Attention gateway. The ...

  4. Theories of second-language acquisition - Wikipedia

    en.wikipedia.org/wiki/Theories_of_second...

    Sociocultural theory is the notion that human mental function is from participating cultural mediation integrated into social activities. [32] The central thread of sociocultural theory focuses on diverse social, historical, cultural, and political contexts where language learning occurs and how learners negotiate or resist the diverse options ...

  5. Locally integrable function - Wikipedia

    en.wikipedia.org/wiki/Locally_integrable_function

    The classical definition of a locally integrable function involves only measure theoretic and topological [4] concepts and can be carried over abstract to complex-valued functions on a topological measure space (X, Σ, μ): [5] however, since the most common application of such functions is to distribution theory on Euclidean spaces, [2] all ...

  6. L-infinity - Wikipedia

    en.wikipedia.org/wiki/L-infinity

    is a function space.Its elements are the essentially bounded measurable functions. [2]More precisely, is defined based on an underlying measure space, (,,). Start with the set of all measurable functions from to which are essentially bounded, that is, bounded except on a set of measure zero.

  7. Vitali convergence theorem - Wikipedia

    en.wikipedia.org/wiki/Vitali_convergence_theorem

    Let (,,) be a measure space, i.e. : [,] is a set function such that () = and is countably-additive. All functions considered in the sequel will be functions :, where = or .We adopt the following definitions according to Bogachev's terminology.

  8. Unitary theories of memory - Wikipedia

    en.wikipedia.org/wiki/Unitary_theories_of_memory

    In 1974, Baddeley and Hitch [5] introduced and made popular the multicomponent model of working memory.This theory proposes a central executive that, among other things, is responsible for directing attention to relevant information, suppressing irrelevant information and inappropriate actions, and for coordinating cognitive processes when more than one task must be done at the same time.

  9. Equipotentiality - Wikipedia

    en.wikipedia.org/wiki/Equipotentiality

    Lashley coined the term equipotentiality to define the idea that if one part of the brain is damaged, other parts of the brain will carry out the memory functions for that damaged part. "The apparent capacity of any intact part of a functional brain to carry out… the [memory] functions which are lost by the destruction of [other parts]". [1]

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