World's Most Stable Unit


National Equilibrium Rates


Case Study Bangladesh





  • EUR Eurozone
  • USD United States
  • GBP United Kingdom
  • CHF Switzerland
  • CAD Canada
  • AUD Australia
  • ZAR South Africa
  • ARS Argentina
  • AMD Armenia
  • AZN Azerbaijan
  • BRL Brazil
  • BYN Belarus
  • CNH People's Republic of China
  • CZK Czech Republic
  • DKK Denmark
  • EGP Egypt
  • HKD Hong Kong
  • HUF Hungary
  • IDR Indonesia
  • ILS Israel
  • IRR Iran
  • INR India
  • JPY Japan
  • LKR Sri Lanka
  • KRW South Korea
  • KGS Kyrgyzstan
  • KZT Kazakhstan
  • MXN Mexico
  • MYR Malaysia
  • NOK Norway
  • NZD New Zealand
  • NPR Nepal
  • PKR Pakistan
  • PLN Poland
  • RON Romania
  • RUB Russia
  • SEK Sweden
  • SGD Singapore
  • THB Thailand
  • TJS Tajikistan
  • TRY Turkey
  • UAH Ukraine
  • UZS Uzbekistan

The solutions developed by the GSU focus on offering the best possible price-stability between currencies, through a new type of market-based exchanges. 

These new exchange rates differ from those used for pricing currencies today, as the price-formation mechanism of these new rates is based on a plurality of actual underlying data and not only a single-factor pricing model operating directly between two parties. As underlying data used for these solutions can be updated on an ongoing basis without interruptions in the real-time pricing system, the exchange rates are fully functional.

The two solutions available are established from the point-of-departure of optimizing stability for both:
A) A given country - namely through the National Equilibrium Weighted Exchange rates, and
B) For all countries together: the Global.


The National Equilibrium Weighted Exchange Rates.
Our systems enable us to identify what we call the exchange rate ‘point-of-balance’ for any given country/currency area based on actual underlying data, which can include elements such as remittances, foreign direct investment, trade, etc. relative to changes in monetary value against other countries. 

The optimal basket is the one that minimizes the risk (measured by variance) of the nation’s total payments. Formally: The b that solves

Rolfs-formel.png (1)

where w is the observable vector of trade weights, Σb is the currency covariance matrix for a given basket composition, and the minimization is performed over baskets with positive entries scaled so that the initial values of pegged and actual exchanges are equal.

One way to illustrate such a ‘point-of-balance’ you can see below. Here the difference between two countries’ point-of-balance is easy to see, as the first (United Kindom) has a different set of underlying data and references compared to those of Bangladesh.

UK Star.png BD Star.png

You can see these National Equilibrium Weighted Exchange rates for a number of representative countries


The Global Center of Exchange Rate Gravity

We have succeeded in further developing the above National Equilibrium approach, elevating this to another solution able to identify what we call the Global Center of Exchange Rate Gravity. The underlying data for these exchange rates are based on flows and changes in monetary value for the one thousand most important trade relations in the world.

The result is the most stable exchange rates in the world, outperforming the US dollar and any other currency, which are further productized for practical use by means of the GSU.


Live-rates for the GSU, historical charts and volatility comparisons are available to you here.