MonaCoin

by MonaCoin

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Ripple

by Ripple Labs

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Primecoin

by Primecoin

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MonaCoin

by MonaCoin

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Ripple

by Ripple Labs

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Primecoin

by Primecoin

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What problem does this service solve?

MonaCoin is the first Japanese cryptocurrency.Ripple is an exchange and remittance network that aims to to allow fast financial transactions between banks, at minimal cost. Its protocol is built upon an open source distributed consensus ledger. XRP is the native currency that acts as a bridge currency between financial institutions to settle payments.Primecoin uses prime number generation to improve Bitcoin's PoW protocol.

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Company Description

MonaCoin is the first alternative cryptocurrency developed in Japan. It is based on the popular Japanese character, Mona. MonaCoin has a Proof-of-Work (PoW) consensus mechanism and uses a version of the Lyra2RE mining algorithm that was first used by Vertcoin.
MonaCoin has an enthusiastic user base that has developed a variety of Mona-based web applications and services. MonaCoin holders also use the coin as a tipping system.

Ripple is a real-time settlement and remittance network that is designed for the banking industry. Its settlement infrastructure technology has been adopted by a growing list of financial institutions looking to leverage the benefits of distributed ledgers. Ripple's real-time settlement network connects banks and enables cross border settlements and transactions in real-time. The current settlement infrastructure requires many intermediaries, and performing transactions take time and cost money. Ripple provides the underlying infrastructure for banks, and enables these transactions to be executed directly at almost no cost.

Primecoin is a cryptocurrency based on finding prime numbers. Identifying prime numbers plays a central role in cryptography. Primecoin's unique Proof-of-Work (PoW) consensus mechanism is able to increase transaction speeds and improve energy efficiency.
The network searches for special prime number chains known as Cunningham chains and bi-twin chains, which are of interest in mathematical research.

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