Week 2 Flashcards

1
Q

What is the standard estimation method of a GARCH model?

A
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2
Q

What technique is used to create a likelihood function of a GARCH model?

A
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3
Q

Factorization of the likelihood function of (G)ARCH models

A
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4
Q

What is usually done with the p(y_1; θ) when optimizing the likelihood function of a(n) (G)ARCH model?

A

It is often unknown and ignored.

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5
Q

What is the log-likelihood of an ARCH(1) model?

A
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6
Q

What is the log-likelihood of a GARCH(1,1) model?

A
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7
Q

What is the definition of the MLE?

A
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8
Q

What are the asymptotic properties of the ML estimator?

Name two

A
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9
Q

What is the Fisher Information matrix?

A
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10
Q

How is the ML estimated theta distributed?

A
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11
Q

What is an approximation for the Fisher information matrix?

A
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12
Q

How is Omega hat computed? What is it used for?

A
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13
Q

How are the standard errors & confidence intervals computed?

From Omega hat

A
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14
Q

What is used to minimize the log-likelyhood of a (G)ARCH model?

A

A numerical optimizer such as the Newton-Rapson algorithm.

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15
Q

What does filter mean?

A

Estimate

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16
Q

What are 4 possible reasons a GARCH(p,q) model is not appropriate?

A
17
Q

What are the two types of tests for (G)ARCH models? What are they testing?

A
18
Q

What is the simple homoscedasticy test?

A
19
Q

What is the normality test?

A
20
Q

How do you do model selection?

A
21
Q

What is VaR? What does it stand for?

A
22
Q

What is the conditionar VaR?

From a GARCH model

A
23
Q

How do we forcecast conditional volatility?

Give a derivation

A
24
Q

Derive the conditional volatility forecast of an ARCH(1) model.

A
25
Q

Give the conditional volatility forecast formula of an GARCH(1,1) model.

A
26
Q

What is the forecasted conditional density?

For h = 1; of a (G)ARCH model

A
27
Q

How do we get the forecasted conditional density?

For h > 1

A