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Questions related to Probability Theory
What the name of this functional(A) equation for F:[0,1] to [0,1] (A) F(1-(x+y)=1-F(x)-F(y) Name of this functional equation? it specifies F(1/3)=1/3 and this (B)...
01 January 1970 2,867 8 View
are midpoint convex functions F(x/2+y/2)=F(x)+F(y); for pairs of points or rational numbers (or something...
01 January 1970 7,745 11 View
https://math.stackexchange.com/questions/2265396/can-this-strictly-increasing-convex-function-f-meet-its-linear-line-segment-in three places. See my post Is this correct that this result or...
01 January 1970 4,881 1 View
I am wondering whether there are some weaker forms of midpoint convexity; in my system it appears that jensens equation, as far as I can see, will just fall out; if not cauchy equation or...
01 January 1970 6,879 2 View
Math is quantification of a repetitive behavior. What is the origin of probability theory?
01 January 1970 3,501 19 View
Let f and g be real functions defined on [0, 1], and denote by λ the Lebesgue measure on [0, 1]. In probability theory, f and g are called independent (on [0, 1]) if λ(f∈I, g∈J) = λ(f∈I) · λ(g∈J)...
01 January 1970 3,102 10 View
In probability theory, fractional Brownian motion (fBm), also called a fractal Brownian motion, is a generalization of Brownian motion. Unlike classical Brownian motion, the increments of fBm...
01 January 1970 1,464 2 View
suggest with probable theories and examples
01 January 1970 6,268 4 View
01 January 1970 4,884 0 View
Dear colleagues, I would appreciate if you give comments on the following...
01 January 1970 9,676 0 View
We need to prepare a weighted average multi-model ensemble of projected future daily precipitation by assigning weights to individual CMIP6 models based on past performance. For this purpose, We...
01 January 1970 5,880 0 View