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Properly Data choosing

Joined
7/12/18
Messages
7
Points
11
Hello guys,

I have a problem about choosing the right data to my simulations. I need some data connected with:
1. Short rate changes for US government bond pricing calculations to use them in the Vasicek model to simulate and calibrate short rate paths in Vasicek dynamics formula.
2. I also need some data about US yield curve value changes to simulate and calibrate yield curve in Longstaff model.
But now i am a bit confused about the issue of interpretation the data which I had found. I found this webpage: Daily Treasury Yield Curve Rates. As I understand this data is connected with point number 2, so it is changing in the yield curve value. Am I right ? And the next question is where can I find some data about changing of short rates which I also need ?

Hope I understand this thing right and my question sounds reasonable. Thank you in advance for your time.
 
But I have a question. As I understand there is a difference between risk-free rate data and yield curve rate data. Or am I wrong ? Because when I think about risk-free rate data r_t I want to use it to calculate a price of the zero-coupon bond at the time 0 - denote it as B(0,T). And then calculate the yield from the formula: \[ Y_T\;=\;\frac{-\ln(B(0,T))}T \].

My question is if the website you gave me and the website i pasted here (Daily Treasury Yield Curve Rates) is connected with yield curve values ? So with Y_T ? Or with the values of risk-free rate r_t which can be described in Vasicek Model by: \[ dr_t\;=\;a(b\;-\;r_t)dt\;+\;\sigma dW_t \]

Maybe my question is stupid but I am a bit confused about that.
 
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But I have a question. As I understand there is a difference between risk-free rate data and yield curve rate data. Or am I wrong ? Because when I think about risk-free rate data r_t I want to use it to calculate a price of the zero-coupon bond...

I think you’re over-complicating it.

The risk-free rate IS [taken from] the US Treasury yield curve.
 
Last edited:
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