Address Verification Service, or AVS, is a tool that helps online merchants authenticate the possession of a card by a particular customer. In this article, we would like to tell you about AVS in detail and particularly about how the service can secure online payments. What Is Address Verification and How Does AVS Work? Address
Nowadays, digital payments are growing in popularity as they are becoming a new reality. Therefore, being able to process card payments is essential for any online business’s competitiveness and profitability. For merchants to start accepting payments on their website, they need to sign a contract with an acquirer. If you’re not yet familiar with this
As we come to the end of the year, we usually look back and ensure we did not miss anything important. With the emergence of Сovid-19, the physical distance has brought us to a new technological level. Let us talk about some of the most remarkable payment industry trends in 2020. We shall also examine
Today the e-commerce industry has boomed presenting consumers a more convenient option to buy stuff. However, with convenience comes a lot of ways for unsecured and counterfeit transactions. Such events rob the online seller with the money which the buyer pays, and disputes often arise between them. In an effort to make transactions more secure,
Cashless society- the name describes it all. A cashless society describes a range where financial transactions are not conducted with money. Not in the exact form of physical banknotes or coins. Rather through the transfer of digital information between the transacting parties. Therefore, cashless society opens up endless opportunity for merchants like you. Especially, ones who thrive to grow their business.
How does the Brexit discussion effect you? By now, we all are probably aware of the different consequences everyone we will be facing. Furthermore, there seems to be no sign of situations improving. Online payments industry will have heavy implications, if not suffering already. The key concern remains as long as the uncertainty does not