of compact support
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1: Customize DLMF
…Note: Javascript and Cookies must be enabled to support customizations.
2: About MathML
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►, built-in to the browser) support for MathML is growing, (see Browsers supporting MathML).
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Browsers supporting MathML
►The Firefox browser has traditionally had the strongest support for MathML and its native MathML is used by default. ►Recent enhancements to the WebKit engine now provide support for MathML Core. … ►Most modern browsers support ‘Web Fonts’, fonts that are effectively included with a web site. …3: 1.16 Distributions
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§1.16(i) Test Functions
… ►If the support of is a compact set (§1.9(vii)), then is called a function of compact support. A test function is an infinitely differentiable function of compact support. ►A sequence of test functions converges to a test function if the support of every is contained in a fixed compact set and as the sequence converges uniformly on to for . …4: Viewing DLMF Interactive 3D Graphics
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►WebGL is supported in the current versions of most common web browsers.
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►1, some advanced features of X3DOM are currently not fully supported (see x3dom.org).
…If you have trouble viewing the WebGL visualizations in your web browser, see x3dom.org or caniuse.com/webgl for information on WebGL browser support.
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►Please see caniuse.com/webgl or x3dom.org for information on WebGL browser support.
5: 35 Functions of Matrix Argument
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6: Gloria Wiersma
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► 1937 in Washington, DC) joined the NIST staff in 1973, where she occupied various positions providing support for the Physics Laboratory until 1993.
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7: Joyce E. Conlon
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►She occupied various positions providing support for high performance scientific computing.
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8: Marjorie A. McClain
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► 1956 in Ithaca, New York) is a mathematician in the Applied and Computational Mathematics Division of NIST where she has provided support for mathematical software libraries and assisted with numerical computing projects since 1979.
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9: Browsers
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►Most modern browsers support either MathML, or the MathJax fallback acceptably; If yours does not, please consider upgrading.
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10: 19 Elliptic Integrals
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