Representational Geometricism

Representational Geometricism - An art and painting technique, developed and used by artist Erik Hesson, in which a scene is represented from a single perspective; using basic geometric forms, dynamic texture, and vibrant colors. This style is an attempt to create a balanced fusion of Geometric Abstraction and Realism; incorporating mathematical calculations and sacred geometry into the composition to achieve the desired aesthetics (See: Geometricism - a previous non-representational abstract style developed by Andruchak that introduced these core ideals). This new representational style was first introduced in 2017 by Erik Hesson, a resident artist of St. Petersburg, Fl.

"Wow! Representational Geometricism is truly an innovative art style... Erik Hesson has created a masterful art and painting technique." - Contemporary Artists Showcase for Dealers and Collectors

by Contemporary Artists Showcase June 25, 2017

Hood geometry

When niggas do smart shit with the materials they have at their disposal.

My mans just did some hood geometry with that apple bong he made.

by Elgatofresco June 10, 2020

trigo-geometry

A word coined by an extraordinary individual that goes by the name, Anthony. This is literally what you call trigonometry when you can't remember the word.

Ali: "Bro, did you do trigo-geometry last night?"
Mark: "Yea bro, the third question was real tough"

by Ishidaaa October 4, 2020

Golden geometry dash

Golden is an Australian Geometry Dash youtuber known for verifying The Golden I think.

Golden geometry dash

by SjsjjssjjdsjjdjdjdQ_Rty August 1, 2022

The Geometry Dash Effect

A phenomenon where a video game and it's community get no updates for so long that when it finally does get an update the community will lose all brain cells and create things in which most regular people could never comprehend.

Person 1: "The fuck is going on with those people, the game just updated!"

Person 2: "That's just the geometry dash effect doing it's thing."

by Lopadotemachoselachogaleokra February 17, 2024

4D Geometry

The study of shapes and spaces in four dimensions, where the fourth dimension is typically considered time or an additional spatial dimension beyond our familiar three. In 4D geometry, objects have four mutually perpendicular axes, allowing for forms that would seem impossible in 3D—like the tesseract (a 4D cube), which projects into our world as a cube within a cube with connecting lines that don't actually touch. 4D geometry explains why your keys seem to disappear into thin air (they've merely shifted into the fourth dimension) and why your phone is always in the last place you look (you're only checking three dimensions). It's the geometry of time travelers, interdimensional beings, and anyone who's ever said "it's in another dimension" as an excuse.

Example: "He tried to explain 4D geometry to his friend by describing a tesseract—a cube within a cube with all corners connected. His friend asked if that was like Inception. He said no, it was like a cube that also exists in time. His friend asked if that was like a movie. He gave up and said 'it's complicated,' which is 4D geometry's favorite phrase."

by AbzuInExile February 16, 2026

5D Geometry

The study of shapes and spaces in five dimensions, where the fifth dimension is often considered probability or possibility space—the dimension where all possible outcomes branch from every moment. In 5D geometry, objects have five perpendicular axes, allowing for forms that contain not just every point in space and time but every point in every possible timeline. A 5D sphere (a 5-sphere) would appear in our 3D world as an infinite series of branching possibilities, each intersecting with our reality at points of decision. 5D geometry explains why you always pick the slowest line at the grocery store (you're just experiencing the branch where that happens) and why there's a version of you that's already finished shopping (they're in a different 5D coordinate).

Example: "She applied 5D geometry to her love life, realizing that in the fifth dimension (probability space), there were infinite versions of her dating infinite versions of her crush. In some branches, they were happy; in others, miserable; in others, they'd never met. Her 3D self was just one coordinate in an infinite possibility space. She found this either comforting or terrifying, depending on the branch."

by AbzuInExile February 16, 2026