NFTs could help solve diamond certification fraud

Diamonds may be a girl’s best friend, but unfortunately, the billion-dollar diamond industry is rife with scandal and fraud. There have been a number of cases where lab-grown diamonds have been graded as natural diamonds. An example of this was seen last year when the International Gemological Institute analyzed and graded a 6.18ct lab-grown diamond, which was previously claimed to be a natural diamond on its Gemological Institute of America (GIA) report. 

It was also reported in 2005 that the Gemological Institute of America — which is one of the most trusted sources for evaluating gemstone quality — was accepting bribes to upgrade its GIA reports. According to sources, a lawsuit was filed against GIA in 2005 due to payments being accepted to “upgrade” the quality of diamonds submitted for grading.

In addition, consumers are able to resubmit a diamond for examination at GIA for any reason. This is known as a follow-up service. As a result, diamonds can be associated with multiple grading reports. This can be problematic for consumers since they may not be receiving original diamond certificates upon purchase.

NFTs as a single source of truth

Unfortunately, diamond certificate fraud is becoming more common. Regions like India have even developed new frameworks to combat fraudulent activities, as seen in the Diamond Charter drafted last year. While innovative, industry experts have also started looking toward blockchain technology to help solve this growing problem.

Specifically speaking, nonfungible tokens (NFTs) may serve as a solution when it comes to preventing diamond certification fraud. Mike Moldawsky, founder and creator of Diamond Dawn, told Cointelegraph that diamond certification reports should be placed on a public blockchain network to ensure that documents can’t be manipulated. “Having a diamond certificate as an NFT on the Ethereum blockchain can ensure immutability, proof-of-ownership and visibility for both retailers and consumers,” he said.

In order to demonstrate this, Moldawsky…

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