Whitepaper
  • Abstract
  • Inroduction
    • Background
    • Overview of CTEX Chain
    • Goals and Objectives:
    • Structure of the Whitepaper
  • Market Analysis
  • Problems Addressed
  • Solution Overview
    • Core Features
    • Technical Specifications
    • Transformative Potential
  • Ctex Network
  • Delegated Proof of Stake (DPoS)
    • EVM Compatibility
    • Consensus Mechanism
    • Transaction Execution
    • Gas Fees Calculations
  • DPoS with CTEX
  • Ecosystem
    • Exchange
    • Swap
    • Pay
    • Star
  • Mining Reward
  • Use Cases
  • Distribution
  • CCT (Governance DAO)
  • Security Measures:
  • Roadmap
  • Conclusion
  • Social Media
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  1. Delegated Proof of Stake (DPoS)

Gas Fees Calculations

Gas Fees and Calculation in CTEX Chain:

Gas fees on the CTEX Chain are essential for incentivizing validators to process transactions and execute smart contracts. Gas fees are calculated based on the computational resources consumed during transaction execution, and they are denoted in CTEX tokens. Below is an overview of gas fees and an example calculation:

1. Gas Calculation: Gas fees are determined by the amount of computational resources required to execute a transaction or smart contract function. Each operation performed by the Ethereum Virtual Machine (EVM) incurs a specific gas cost, which is predefined in the CTEX Chain specifications.

2. Gas Price: The gas price represents the cost of each gas unit and is determined by market demand and network congestion. Users specify the gas price they are willing to pay for each transaction, influencing the priority of transaction processing by validators.

3. Gas Used: Gas used refers to the total amount of gas consumed during transaction execution. It is determined by summing the gas costs of individual operations within the transaction or smart contract function.

4. Gas Cost Calculation: The total gas cost for executing a transaction or smart contract function is calculated by multiplying the gas price by the gas used:

Gas Cost = Gas Price * Gas Used

Example Calculation:

Suppose a user initiates a transaction to execute a smart contract function on the CTEX Chain. The gas price is set at 1 CTEX per gas unit, and the gas used for executing the function is determined to be 500,000 gas units.

Gas Price = 1 CTEX/gas Gas Used = 500,000 gas

Gas Cost = 1 CTEX/gas / 500,000 gas = 0.00002 CTEX

Conclusion:

In this example, the total gas cost for executing the smart contract function is calculated to be 0.00002 CTEX. This gas cost ensures that validators are incentivized to process transactions efficiently and maintain the integrity and security of the CTEX Chain network.

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Certainly! Let's delve into a mathematical calculation related to DPoS, specifically focusing on validator rewards distribution.

Validator Reward Calculation:

In a DPoS consensus mechanism, validators are rewarded for their participation in block production and network maintenance. The total rewards available for distribution typically consist of transaction fees and block rewards generated within a specific time period (e.g., one block interval).

Here's a simplified formula for calculating the reward distribution among validators:

Reward per Validator = (Total Reward Pool) / (Number of Validators)

In this formula:

  • Total Reward Pool: The total rewards available for distribution within a specific time period, including transaction fees and block rewards.

  • Number of Validators: The total number of validators elected to participate in block production and network consensus.

For example, let's assume:

  • Total Reward Pool = 1,000,000 CTEX

  • Number of Validators = 20

Using the formula, we can calculate the reward per validator:

Reward per Validator = 1,000,000 CTEX / 20 = 50,000 CTEX

So, in this scenario, each validator would receive 50,000 CTEX as their share of the total reward pool.

This calculation demonstrates how rewards can be distributed among validators in a DPoS consensus mechanism based on the total reward pool and the number of validators participating in the network. It's important to note that actual reward distribution mechanisms may involve additional factors and considerations to ensure fairness, decentralization, and network stability.

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Last updated 1 year ago