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How to calculate interest between different maturities? 


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Calculating interest between different maturities involves considering factors like exchange rate expectations, risk premiums, and latent factors affecting yields. The Uncovered Interest Parity (UIP) theory states that interest rate differentials are influenced by expected exchange rate changes . Analyzing Libor interest rates using quantifiers like permutation Shannon entropy and Fisher information measure can reveal anomalous behaviors, possibly due to manipulations . Various models, such as multifactor interest rate models, highlight common latent factors impacting yield evolution across different maturities and markets, aiding in interest rate calculations . By integrating these insights, one can better understand and calculate interest variations between diverse maturities.

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Calculate interest between different maturities using Information Theory quantifiers like permutation Shannon entropy and permutation Fisher information measure, as demonstrated in analyzing Libor rates in various currencies.
Calculating interest between different maturities involves analyzing Libor rates using permutation Shannon entropy and permutation Fisher information measures, as shown in the study on various currencies during 2001-2015.
Interest between different maturities can be calculated using models like multifactor interest rate models, common factor models, and others, which consider latent factors and yield curve dynamics.
The paper compares models for forecasting the yield curve using latent factors. Interest between different maturities is calculated based on weights that price bonds with respect to instantaneous interest rates.
The interest rate across different maturities is determined by the domestic interest rate, foreign interest rate, and expected exchange rate changes based on uncovered interest parity theory.

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