Integral Symbol Hoodies

Description: integral symbol

Description: integral symbol

Description: Integral sign-black edition

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 minimalist mathematical equation displayed in white text on a black background. The equation reads "YM(A) = \int ||F||^2 dvol_g". It features an integral symbol, absolute value bars, and superscript notation.

Description: A mathematical equation presented in white text on a black background. The equation reads 'Y_M(A) = Integral ||F||^2 dvol_g'. The equation uses standard mathematical symbols and notation, including an integral sign, absolute value bars, and subscripts.

Description: A white line drawing on a black background. At the top, a mathematical equation reads 'Φ = ∫∫s q·dA = 0?'. Below this is a white cube with arrows indicating flux entering from the left and exiting from the right. Centered below the cube is the text 'NO FLUX GIVEN'.

Description: A white mathematical formula on a black background. The formula reads 'YM(A) = {Integral.||F||^2 dvol_g'. The text is in a serif font, with the integral symbol prominently displayed.

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.

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.

Description: A stylized portrait of a man with dark hair, wearing an orange collarless shirt. The background is black and features various mathematical formulas and an infinity symbol. The overall style is flat with bold outlines and a golden hue for the portrait.

Description: A black background with white text and mathematical equations. The text reads "WHAT PART OF DON'T UNDERSTAND" in a curved layout. Various math formulas and graphs are displayed between the text, including E=mc², integrals, summations, parabolas, and waveform graphs.

Description: A stark black background displays the text 'Fourier transform' in white serif font at the top. Below, a mathematical equation is presented: 'F(p) = integral from 0 to infinity of f(x) times e to the power of -2ix, dx'. The equation uses white text and mathematical symbols.

Description: A white text design on a black background featuring mathematical notation. The text reads '2 J integraton ='. The '2' is a superscript above the integral symbol 'J'. The integral symbol is followed by the word 'integraton' and an equals sign.

Description: A mathematical equation displayed in white text on a black background. The equation shows the definition of a Fourier transform, with the text 'Fourier transform' at the top and the formula \^f(\xi) = \int_{-\infty}^{\infty} f(x)e^{-2\pi ix\xi}dx below.

Description: A vertical composition resembling a Christmas tree made of chalk-drawn mathematical formulas and symbols on a black background. At the top, an atom symbol serves as the tree topper. Various equations, integrals, graphs, and snowflakes fill the shape of the tree. Text includes mathematical notation and symbols.