Bonding Curve Guide
Choose the right curve to regulate token price
Last updated
Choose the right curve to regulate token price
Last updated
Bonding curves are transparent because they are incorporated into blockchains and predictable and accurate since they are designed with math. Bonding curves, which take ecosystem expansion into account, are also a dynamic technique for estimating a token's value.
Experience the straightforward elegance of our Linear Bonding Curve, where the token price rises or falls in a linear fashion as the token supply increases or decreases. With a simple formula in play, you can rely on a pricing mechanism that offers transparency and predictability, keeping your project on a stable and consistent path.
Unlock the power of the Polynomial Curve, where token pricing takes on a captivating curved path driven by a versatile formula. With the Polynomial Curve, your token's value can experience exponential growth, controlled fluctuations, or tailored trajectories based on the values assigned to the coefficients (a, b, c, d) and powers (n) in the formula. This flexibility enables you to create unique token economics that aligns with your project's vision.
Experience the power of our Sub-linear Bonding Curve, a pricing mechanism that promotes sustainable growth and stability for your token ecosystem. With a Sub-linear Curve, the formula ensures that the rate of price increase slows down as the token supply expands. This encourages a sustainable growth pattern, prevents extreme price volatility, and fosters a more secure and resilient token economy.
The S-Curve formula utilizes the logistic function to determine the token price based on the total supply. As the supply increases, the price rises gradually at first, then accelerates rapidly, and eventually levels off as it approaches a saturation point. Inspired by the shape of an 'S’, this curve combines both exponential and controlled growth to create a dynamic and captivating trajectory.
