Draft:Original research/Metadefinitions/Quiz

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Metadefinition is a lecture included in the course on the elements of terminology.

You are free to take this quiz based on metadefinitiona at any time.

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Quiz

<quiz>

{True or False, A definition is a way to end conceptual disputes and prepare the way for measurement. |type="()"} + TRUE - FALSE

{A metadefinition does not deal with which of the following? |type="()"} - a statement of identity - a way to locate a term within a particular context - a way to generate new ideas + any arbitrary choice - a set of attributes

{Yes or No, A constituent phrase has a metadefinition iff it is unrelatable through an algorithm to the initial definition. |type="()"} - Yes + No

{Presenting existing knowledge in an alternate form involves which attribute? |type="()"} - producing new knowledge - changes in attributes over time - changes as a function of other variables + summarizing existing knowledge - alternate knowledge that is new - original research

{True or False, Failing to pass a test always means that the phrase is not a constituent of the metadefinition. |type="()"} - TRUE + FALSE

{An alternate form for the existing knowledge of a dominant group does not contain? |type="()"} - a relation between members of the group - a population from which the group is from - criterion of dominance - a region with limits - attributes addressing appropriate purposes + a relation between members of the population

{True or False, A metadefinition of a clear liquid contains molecules readily fixed to a relative position. |type="()"} - TRUE + FALSE

{A metadefinition for computer modeling contains which of the following? |type="()"} - premises from conclusions + role, activity and interaction - provides a bimodal process support framework - defining a divisive process - readability and simplicity as the main issue - a notation independent of external process modelling

{True or False, Definitions which correspond to intuitive views of the knowledge games are metadefinitions. |type="()"} + TRUE - FALSE

{Which of the following is applicable to a metadefinition of principal eigenvalue? |type="()"} - only a trivial solution exists - heterogeneity between the odd operator and the second order elliptic operator - a domain such that $u=1\text{ on }\partial \mathrm{\Omega }$ - a function v such that $F(y,\mathrm{\nabla }v,D^{2}v)+\lambda H(v)=1\text{ in }\mathrm{\Omega }$ - only a non trivial solution of variable sign + a zero order and odd operator

{True or False, The purpose of a treatment group for metadefinitions is to describe natural processes or phenomena for the first time relative to a control group. |type="()"} + TRUE - FALSE

{Complete the text: |type="{}"} A proof-of-concept structure, including a control group, consists of { background (i) }, procedures, findings, and { interpretation (i) }.

{True or False, Pure metadefinitions involve no doing apart from themselves. |type="()"} + TRUE - FALSE

{Complete the text: |type="{}"} A short or { incomplete (i) } realization of a certain { method (i) } or idea to { demonstrate (i) } a treament's feasibility for metadefinitions is called a proof of { concept (i) }.

{True or False, A control group may be used in metadefinitions to demonstrate no effect or a standard effect versus a novel effort applied to a treatment group. |type="()"} + TRUE - FALSE

{Evidence that demonstrates that a model or idea versus a control group is feasible for metadefinitions is called a |type="{}"} { proof of concept (i) }.

{True or False, A dominant group associated with metadefinitions differs from a control group in that it rules the treatment of the control group. |type="()"} + TRUE - FALSE

</quiz>

Hypotheses

1. Metadefinitions are a special subset of definitions.

See also

• Definitions/Quiz

External links

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