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The fuller name, Okapi BM25, includes the name of the first system to use it, which was the Okapi information retrieval system, implemented at London's City University[1] in the 1980s and 1990s
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The fuller name, Okapi BM25, includes the name of the first system to use it, which was the Okapi information retrieval system, implemented at London's City University[1] in the 1980s and 1990s
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NOTE: ACM DL title omits the trailing word Research; the project site and arXiv include it
[7] It was initially available for download from its home at the SourceForge web site
int foo ( void ) { int a = 24 ; int b = 25 ; // Assignment to dead variable int c ; c = a * 4 ; return c ; b = 24 ; // Unreachable code return 0 ; } Simple analysis of the uses of values would show that the value of b after the first assignment is not used inside foo
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the tubular neighbourhood of radius μ ), and g is an absolutely integrable function on Γ, then ∫ T ( ∂ Ω , μ ) g ( x ) d x = ∫ ∂ Ω ∫ − μ μ g ( u + λ N ( u ) ) det ( I − λ W u ) d λ d S u , {\displaystyle \int _{T
For example, lazy loading for a widget can be implemented in the C# programming language as such: private int _myWidgetID ; private Widget _myWidget = null ; public Widget MyWidget { get { if ( _myWidget == null ) { _myWidget = Widget
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angle: A p ¯ = 1 π ∫ Ω V p ¯ , ω ^ ( n ^ ⋅ ω ^ ) d ⁡ ω {\displaystyle A_{\bar {p}}={\frac {1}{\pi }}\int _{\Omega }V_{{\bar {p}},{\hat {\omega }}}({\hat {n}}\cdot {\hat {\omega }})\,\operatorname {d} \omega } where V p ¯
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forall \omega _{\text{i}},\,\int _{\Omega }f_{\text{r}}(\omega _{\text{i}},\,\omega _{\text{r}})\,\cos {\theta _{\text{r}}}d\omega _{\text{r}}\leq 1} Applications [ edit ] The BRDF is a fundamental radiometric concept, and accordingly is used in computer graphics for photorealistic rendering of synthetic scenes
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