Getting Started
Quick Start
Learn the basics of Romasm in minutes. Write your first program and understand the core concepts.
Read More →Language Overview
Understand what Romasm is, how it works, and why it's unique. Learn about the virtual machine architecture.
Read More →Installation & Setup
Get Romasm running in your browser. No installation required - it's all web-based!
Read More →Basic Romasm
The original Romasm concept: binary-like operations using Roman numerals as register states.
Read More →Romasm Extended
Advanced features: fractions (radix point), negative numbers, and Instruction Set Architecture.
Read More →Language Reference
Instruction Set
Complete reference for all Romasm instructions: arithmetic, control flow, memory operations, and more.
Read More →Syntax & Conventions
Assembly syntax, labels, comments, addressing modes, and coding conventions.
Read More →Memory & Stack
Understanding memory addressing, the stack, and how to manage data structures.
Read More →Standard Library
Trigonometry
Sine, cosine, tangent, and argument reduction using Taylor series approximations.
Read More →Calculus
Numerical differentiation and integration: derivatives, definite integrals, Simpson's rule.
Read More →Advanced Math
Exponential functions, natural logarithm, and other advanced mathematical operations.
Read More →Big Integer Support
Arbitrary-precision arithmetic for numbers beyond JavaScript's safe integer limit.
Read More →Tools & Applications
Basic Romasm
The original Romasm concept: binary-like operations using Roman numerals as register states.
Read More →Romasm Extended
Advanced features: fractions (radix point), negative numbers, and Instruction Set Architecture.
Read More →IDE
The Romasm Integrated Development Environment. Write, assemble, and debug Romasm code.
Read More →Romasm Calculator
Full-featured graphics calculator powered entirely by Romasm assembly. Plot functions, polar curves, and more.
Read More →Graphics Calculator
Original graphics calculator for plotting Romasm functions with customizable bounds.
Read More →Expression Parser
Convert mathematical expressions (like "2+2", "sin(30)") into Romasm assembly code.
Read More →Text to Romasm
Convert text to Roman numeral representation - like "text to binary" but with Roman numerals.
Try It →System Architecture
Assembler
How the Romasm assembler translates assembly code into executable instructions.
Read More →Virtual Machine
The Romasm VM architecture: instruction execution, registers, memory, and the execution loop.
Read More →Linker
How the linker combines user code with standard library functions and resolves function calls.
Read More →Canvas Drawing
Drawing opcodes (MOVE, DRAW, STROKE, CLEAR) for direct canvas manipulation from Romasm code.
Read More →RomanOS - Bootable OS
Build a real operating system in Romasm! Compiles to x86 machine code and runs on real hardware.
Read More →x86 Code Generator
Converts Romasm VM instructions to real x86 assembly for native execution on hardware.
Read More →Optimizer
Advanced optimizations: peephole, constant folding, dead code elimination, and smart register allocation.
Read More →Problem Explorers
Collatz Conjecture
Explore the 3n+1 problem using Romasm with BigInt support for massive numbers.
Read More →Goldbach Conjecture
Verify that even numbers are the sum of two primes using Romasm assembly.
Read More →Erdos-Straus Conjecture
Find unit fraction decompositions of 4/n using Romasm computations.
Read More →Beal Conjecture
Search for counterexamples to A^x + B^y = C^z using Romasm power calculations.
Read More →Brocard's Problem
Find solutions to n! + 1 = m² using Romasm factorial and square root functions.
Read More →Pascal's Triangle
Generate and analyze Pascal's Triangle using Romasm binomial coefficient calculations.
Read More →Examples & Tutorials
Basic Examples
Simple programs to get started: arithmetic, loops, conditionals, and function calls.
Read More →Math Examples
Mathematical computations: calculating factorials, powers, square roots, and more.
Read More →Graphics Examples
Drawing shapes, plotting functions, and creating visualizations with canvas opcodes.
Read More →