Pages that link to "Item:Q1868119"

The following pages link to Projecting the surface measure of the sphere of \({\ell}_p^n\) (Q1868119):

Displaying 18 items.

• The surface measure and cone measure on the sphere of ℓ_{𝑝}ⁿ (Q3420261) (← links)
• Results of the type of de Finetti for \(l_ p\) (Q3983588) (← links)
• A conditional limit theorem for high-dimensional ℓᵖ-spheres (Q4611270) (← links)
• The logarithmic Minkowski problem for non-symmetric measures (Q4645095) (← links)
• The logarithmic Minkowski problem (Q4924068) (← links)
• The 𝐿_{𝑝} Aleksandrov problem for origin-symmetric polytopes (Q5232941) (← links)
• (Sub-)Gradient Formulae for Probability Functions of Random Inequality Systems under Gaussian Distribution (Q5269854) (← links)
• A note about the uniform distribution on the intersection of a simplex and a sphere (Q5360897) (← links)
• Limit theorems for the volumes of small codimensional random sections of \(\ell_{p}^{n}\)-balls (Q6118755) (← links)
• Sanov-type large deviations and conditional limit theorems for high-dimensional Orlicz balls (Q6130370) (← links)
• Hölder's inequality and its reverse—A probabilistic point of view (Q6144887) (← links)
• A Maxwell principle for generalized Orlicz balls (Q6147644) (← links)
• Threshold for the expected measure of random polytopes (Q6198278) (← links)
• Chord measures in integral geometry and their Minkowski problems (Q6536914) (← links)
• Limit theorems for mixed-norm sequence spaces with applications to volume distribution (Q6595711) (← links)
• On the \(L^p\) dual Minkowski problem for \(-1 < p < 0\) (Q6607674) (← links)
• The Maclaurin inequality through the probabilistic lens (Q6614479) (← links)
• A probabilistic approach to Lorentz balls \(\ell_{q, 1}^n\) (Q6639215) (← links)