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Showing 11 - 20 results out of 100 for 'number'
15 - The Expected Number of Facets of the Convex Hull of Gaussian Random Points in the Plane    Preview Add to favorites    Add to favorites
By  Bar tender, Massachusetts Institute of Technology, Massachusetts, On August 20, 2008
Views: 442
Main Category: Algorithms
Tags: Convex Expected Facets Gaussian Hull Number of Plane Points random the 
15- Velocity Distribution in Laminar Flows, Turbulence, The Reynolds Number    Preview Add to favorites    Add to favorites
By  Bar tender, Massachusetts Institute of Technology, Massachusetts, On August 28, 2008
Views: 301
Main Category: Civil Engineering
Tags: flows Laminar Reynolds Turbulence Velocity 
16 - Covering numbers of the convex hull    Preview Add to favorites    Add to favorites
By  Bar tender, Massachusetts Institute of Technology, Massachusetts, On September 2, 2008
Views: 328
Main Category: Statistics
Tags: Convex covering Hull NUMBERS 
37- Critical Mach Number    Preview Add to favorites    Add to favorites
By  Bar tender, Massachusetts Institute of Technology, Massachusetts, On August 14, 2008
Views: 579
Tags: critical Mach Number 
16 - The Expected Number of Facets of the Convex Hull of Gaussian Random Points in the Plane    Preview Add to favorites    Add to favorites
By  Bar tender, Massachusetts Institute of Technology, Massachusetts, On August 20, 2008
Views: 404
Main Category: Algorithms
Tags: Convex Expected Facets Gaussian Hull Number of Plane Points random the 
19A - Sphere Drag and Reynolds Number    Preview Add to favorites    Add to favorites
By  Bar tender, Massachusetts Institute of Technology, Massachusetts, On September 15, 2008
Views: 310
Main Category: Materials Engineering
Tags: Drag Materials Number processing Reynolds sphere 
19B - Sphere Drag and Reynolds Number    Preview Add to favorites    Add to favorites
By  Bar tender, Massachusetts Institute of Technology, Massachusetts, On September 15, 2008
Views: 382
Main Category: Materials Engineering
Tags: Drag Materials Number processing Reynolds sphere 
2 - Identical Particles and Second Quantization; Occupation Number Representation    Preview Add to favorites    Add to favorites
By  Bar tender, Massachusetts Institute of Technology, Massachusetts, On September 9, 2008
Views: 1532
Main Category: Physics
Tags: identical Number Occupation Particle Quantization Representation 
2- Additive Number Theory ; Theorems of Schur and Van der Waerden    Preview Add to favorites    Add to favorites
By  Bar tender, Massachusetts Institute of Technology, Massachusetts, On August 21, 2008
Views: 227
Main Category: Applied Mathematics
Tags: Additive der Number Schur Van Waerden 
2- Random variables and measurable functions. Strong Law of Large Numbers (SLLN)    Preview Add to favorites    Add to favorites
By  Bar tender, Massachusetts Institute of Technology, Massachusetts, On August 14, 2008
Views: 491
Main Category: Finance
Tags: (SLLN). FUNCTIONS Large law measurable NUMBERS random Strong Variables