MathType @MathType tweet - Jensen's #inequality generalizes the fact that the secant line of a convex function lies above the graph of the function. It is important in #Probability and #StatisticalPhysics. Here, we present the finite statement of this inequality. #MathType #math #mathematics #mathfacts https://t.co/WttAvGt710

MathType

@MathType

2 years

Jensen's #inequality generalizes the fact that the secant line of a convex function lies above the graph of the function. It is important in #Probability and #StatisticalPhysics. Here, we present the finite statement of this inequality. #MathType #math #mathematics #mathfacts

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Replies

Gaurav

@Grv_1729

2 years

@MathType You may not believe this but your posts are in synchronous with what I study in my maths classes ...🤯

Brad🧭

@Brad43883368

2 years

@MathType Check out page 233 on applications of tensor analysis AJ McConnell section 1 on the coordinates of the center of gravity of the system of particles

J Tyson

@b_chinnian5

2 years

@MathType I like the operator versions even more.

Deanna Rachel Sellers, Hy^

@DeannaSellers33

2 years

@MathType The first thought to roll in = “bang!”