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Meanwhile, although a run preview will not report simple syntax errors, it does allow editing the module live, then selecting "Show preview" of the caller page, to see the results or if "Script error" occurs during the run-preview, many times, before actually saving the edit.
Almost any problem which occurs when running a Lua module will be reported as "Script error" during program execution, such as invalid data or a misspelled variable name in the Lua source code.
This configuration file contains various data that controls the functioning of Module:Citation/CS1 and hence the way that Lua-based citations are generated. It has several sections among which are: translation tables that contain most of the literal strings that may be included in Lua-based citation.
This template fetches data from the centralized knowledge base Wikidata. To edit the data, click on "Wikidata item" in the left sidebar. Template parameters [Edit template data] Parameter Description Type Status No parameters specified See also {{ Wikidata }}, a user-friendly wrapper template for this module. {{ WikidataOI }}, a wrapper template for this module that adds an opt-in toggle ...
This category is a catch-all for errors reported by Module:String. Such errors generally occur due to incorrect parameters, such as indices that are out of range for the strings being examined. Users of Module:String may also specify an alternative cat to use via the error_category= parameter.
Thomas Nicely, a professor of mathematics at Lynchburg College, had written code to enumerate primes, twin primes, prime triplets, and prime quadruplets.Nicely noticed some inconsistencies in the calculations on June 13, 1994, shortly after adding a Pentium system to his group of computers, but was unable to eliminate other factors (such as programming errors, motherboard chipsets, etc.) until ...
NLS (oN-Line System) was a revolutionary computer collaboration system developed in the 1960s. It was designed by Douglas Engelbart and implemented by researchers at the Augmentation Research Center (ARC) at the Stanford Research Institute (SRI).
In cryptography, learning with errors (LWE) is a mathematical problem that is widely used to create secure encryption algorithms. [1] It is based on the idea of representing secret information as a set of equations with errors. In other words, LWE is a way to hide the value of a secret by introducing noise to it. [2]