• Return – Haskell

    For newcomers to Haskell, the return function can be confusing, especially for those transitioning from imperative programming languages where return is used to exit a function and provide a result. In Haskell, return means something entirely different. It’s a fundamental concept in monadic programming, and understanding its role is key to mastering Haskell. This article…

  • Reverse Polish Notation (RPN)

    Reverse Polish Notation (RPN), also known as postfix notation, is a mathematical notation in which operators follow their operands. In relation to Haskell, RPN is not a core language feature but is relevant when implementing or understanding stack-based computations or evaluating expressions using a stack. It is often encountered in the context of parsing, expression…

  • First-class Functions – Haskell

    In Haskell, functions are first-class citizens, meaning they are treated like any other value in the language. This foundational feature of Haskell’s design makes it a powerful and expressive functional programming language. Understanding first-class functions is key to unlocking Haskell’s potential and mastering functional programming concepts. What Does “First-Class Functions” Mean? When we say “functions…

  • Recursive SNARKs

    Recursive SNARKs (Succinct Non-Interactive Arguments of Knowledge) are an advanced cryptographic technology being explored and implemented on Cardano to enhance scalability and privacy. In simple terms, recursive SNARKs allow multiple computations to be compressed into a single, compact proof that can be verified efficiently. This has transformative potential for blockchain systems like Cardano by enabling…

  • Why does Cardano have such a high circulating supply?

    Cardano’s high circulating supply, with billions of ADA tokens, is by design and stems from the project’s goals, tokenomics, and underlying blockchain architecture. Here’s why Cardano has such a high supply: 1. Accessibility and Inclusivity Cardano’s high supply ensures that ADA remains affordable for a wide range of users, enabling greater participation in the ecosystem.…

  • Market Cap Relation to Value in Cryptocurrency: The Case of Cardano

    Market Cap Relation to Value in Cryptocurrency: The Case of Cardano

    In the cryptocurrency space, market capitalization (market cap) is often misunderstood. Many investors wrongly assume that a cryptocurrency’s market cap directly correlates to its value, or that changes in price automatically indicate significant shifts in the market cap. This misunderstanding can lead to poor investment decisions and unrealistic expectations. Using Cardano (ADA) as an example,…

  • Key Metrics to Look for When Choosing a Stake Pool on Cardano

    Key Metrics to Look for When Choosing a Stake Pool on Cardano

    Staking is one of the most rewarding aspects of participating in the Cardano ecosystem. By delegating your ADA to a stake pool, you help secure the network and earn rewards. However, with hundreds of stake pools available, choosing the right one can be challenging. Not all stake pools are created equal, and the pool you…

  • ADA Handles

    As the Cardano blockchain continues to grow, the ecosystem is embracing user-friendly innovations that make interactions with the blockchain simpler and more accessible. One such innovation is the ADA Handle, a feature designed to replace long, complex wallet addresses with human-readable names. This article explores what ADA Handles are, how they work, and why they…

  • Is the Cardano Blockchain Quantum Computing Safe?

    Is the Cardano Blockchain Quantum Computing Safe?

    Quantum computing, a rapidly advancing field of technology, has the potential to disrupt many existing cryptographic systems that underlie blockchain networks, including those like Bitcoin and Ethereum. As quantum computers grow in capability, questions about the security of blockchain platforms such as Cardano have gained prominence. In this article, we explore whether Cardano is quantum…

  • Eta Conversion – Haskell

    Eta reduction and eta expansion are terms you might encounter when working with Haskell or functional programming. These concepts are rooted in lambda calculus and are essential for understanding how Haskell functions can be simplified or transformed. By learning about eta reduction and expansion, you can write cleaner, more concise code and better understand how…