Integral Pillows
Description: A mathematical equation presented in white text on a black background. The equation features a definite integral from infinity to 0 of a fraction: 0 times x to the power of s-1 times limit over the square root of e to the power of x minus 1 plus dx. This is equated to zeta(s) multiplied by Gamma(s).
Integral Equation Limit of x^s-1 divided by sqrt(e^x-1)+dx equals zeta(s) times Gamma(s) Pillow
by maniacstudio
$23 $28
Description: If you are a maths teacher, maths student, math major or mathematician, then this maths teacher gift shirt for mathematicians is for you. The calculus t-shirt also makes a great gift for mathematics students and math majors. Celebrate Integral + derivative. Fundamental Theorem Of Calculus T-Shirt Math Teacher Newton features a unique design and lets you hop onto the statement fashion trend. Wear the mathematicians t-shirt in the classroom or at home. The maths teacher tee for a mathematician always fits.
Fundamental Theorem Of Calculus T-Shirt Math Teacher Newton Pillow
by TheCreekman
$23 $28
Description: The Gaussian integral, one of most useful objects created in math, reflecting the real world, a gift for math lovers.
Math Equations: Gaussian Integral - Math And Calculus Basics Pillow
by ScienceCorner
$23 $28
Retro Queensryche Vor Prezenta Integral Rage For Order Pillow
by Calibre Art Co
$23 $28
Description: A black background displays a mathematical equation in white text and symbols. The equation begins with an integral symbol from 'n' to 'f', followed by '1', a summation symbol, '(', 'x', '=', and a square root symbol over a summation symbol, followed by ',', '(', 'x', ')', ')'. The words 'Fourier transform' are displayed prominently at the top.
Description: A bold title "INTEGRAL PRINCIPLES OF THE STRUCTURAL DYNAMICS OF FLOW" centered above smaller text "WRITTEN BY L.G. CLARET". Below this is a circular emblem with concentric red and blue rings, featuring two prominent dots, one red and one blue, within the inner circle.
Integral Principles of the Structural Dynamics of Flow Written by L.G. Claret with Concentric Circles and Two Dots Pillow
by EONGJE STUDIO
$23 $28
Description: A retro-style graphic featuring a mathematical equation 'F = Integral of (dxxim) do' in black text on a cream-colored rectangle. Below this, large, textured dark blue text reads 'TAYLOR SERIES' and smaller text reads 'THE ERRORS TOUR'.
F = Integral of (dxxim) do TAYLOR SERIES THE ERRORS TOUR Pillow
by Stunt Studio
$23 $28
Description: A black background features bold crimson text reading "INTEGRAL PRINCIPLES OF THE STRUCTURAL DYNAMICS OF FLOW" followed by "WRITTEN BY L.G. CLARET". Below this, a quarter-circle of concentric rings in alternating shades of red and blue are displayed.
Integral Principles of the Structural Dynamics of Flow Written by L.G. Claret Concentric Circles Pillow
by Geture_Project
$23 $28
Description: A black background with white sans-serif text stating "INTEGRAL PRINCIPLES OF THE STRUCTURAL DYNAMICS OF FLOW" and "WRITTEN BY L.G. CLARET". Below the text is a graphic of concentric red and blue circles with a red dot and a blue dot at the center.
Integral Principles of the Structural Dynamics of Flow Written by L.G. Claret Concentric Circles Pillow
by GIBSON GIGS NEW ART
$23 $28
Description: A simple black background with a solid red heart icon at the top. Below the heart, a mathematical integral expression is displayed in white text: the integral from -0 to infinity of 1 divided by x squared plus 1, followed by dx. The expression uses standard mathematical notation.
Description: A bold red heart symbol is placed to the left of a mathematical expression on a black background. The expression is enclosed in square brackets, reads "2 * Integral from 0 to infinity of e^(-x^2) dx", and is squared.
Red Heart "I Love" Integral of e^(-x^2) dx Squared Pillow
by Geture_Project
$23 $28
Description: A monochrome text-based representation of the Fourier transform formula. The top line reads 'Fourier transform' in a bold, sans-serif font. Below, the mathematical equation F(\xi) = \int_{-\infty}^{\infty} f(x)e^{-i2\pi x\xi} dx is displayed.
Fourier transform F(\xi) = Integral of f(x)e^{-i2\pi x\xi} dx Pillow
by Pastel Dream Nostalgia
$23 $28
