WSU Mathematics & Statistics @WSU_MathStat

Sonia Kovalevsky Day - April 16, 2022 This event is an all day, all female, all math occasion for middle and high school students. Continental breakfast and lunch provided, no registration fee, and a free t-shirt. Visit math.wichita.edu/skday/ to register by April 8th.

#WichitaState #mathart #FractalFriday - An "Infinite Ring" for a Fibonacci day (8-13-21). Escape Time Fractal based on the hyperbolic sin z = c*sinh(z).

#WichitaState #mathart #FractalFriday - A bit of a throwback for me. I first made this about 20 years ago as a picture for a nursery. "Soft" - Escape Time Julia Fractal of Barnsley3 Type.

#WichitaState #mathart #FractalFriday - "Desert River" - Time to revisit the escape time Julia Fractal generated from z = z^4.124 + c.

#WichitaState #mathart #FractalFriday - A variation of the Phoenix fractal that was discovered by Shigehiro Ushiki.

#WichitaState #mathart #FractalFriday - And back to a Crazy Seuss world. Another visualization of the Hyperbolic Sine.

#WichitaState #mathart #FractalFriday - "The Dark Tower" - After a week off it's back to exploring the escape time fractal generated from the hyperbolic sine (z = c * sinh(z)).

#WichitaState #mathart #FractalFriday - Leaving the dark comic graphic novel theme and going Dr. Seuss like this week. Amazingly this is ALSO a visualization of the Hyperbolic Sine like last week's.

#WichitaState #mathart #FractalFriday - Continuing with the "Dark Comic" theme from last Friday. Same fractal ... Different location in it. Escape Time Fractal using the Hyperbolic Sine (z = c * sinh(z)).

#WichitaState #mathart #FractalFriday - "Welcome to the Dark Comic" Found a great world to play around in. Looking around the fractal was like finding a dark comic graphic novel. Crazy to think this is just a visualization of a Hyperbolic Sine (z = c * sinh(z)).

#WichitaState #mathart #FractalFriday - Julia Set on a variation of the Mandelbrot (z = z^2.124 + c). It reminds me of the crabs at night on the Texas Gulf Coast sands.

#WichitaState #mathart #FractalFriday - An outside region of the classic Mandelbrot Fractal (z = z^2 + c). This one feels like I'm looking up through the trees at night.

#WichitaState #mathart #FractalFriday - Julia Set Escape Time Fractal ( z = z^2.124 + c). I'll just use this as a mathematical "Rorschach Test" ... If this was a real place, where would it be?

#WichitaState #mathart #FractalFriday - Escape Time Fractal made using a Min/Max trap on the sequence orbits. I call the image "Flight" because ... well you can guess! What do you see?

#FractalFriday - Julia Set based on the function z = z^2.124 + c. Personally, I liked that it looks like wheat. GoShox!

The Lecture Series in the Mathematical Sciences presents our guest: Dr. Viktor Witkovsky "Development of tools for numerical evaluation of the exact probability distributions with application to selected test statistics in multivariate analysis" Friday, April 23, 3pm via Zoom

#DataScience MS in Mathematical Foundation of Data Analysis - This degree prepares you for a variety of high-paying, high-demand careers in private, government and nonprofit sectors. wichita.edu/mathstat

#FractalFriday - Escape Time Fractal. Visualization of a series escaping to infinity. Function z = z^3.1415 + c

The Lecture Series in the Mathematical Sciences presents our guest: Prof. Mohamed Nasser, Qatar University, Doha, Qatar "Numerical computation of conformal capacity" Friday, April 9, 2021 3:00pm via Zoom. To register for the lecture email [email protected]

Fractal Friday: Markus-Lyapunov fractal. Visualization of stability vs chaos for the logistic map representation of population growth.