March 2017
Beginner to intermediate
352 pages
9h 18m
English
| ABS | asset-backed security |
| AR | autoregressive |
| ARCH | autoregressive conditional heteroskedasticity |
| ARIMA | autoregressive integrated moving averages |
| BB1 | Joe’s BB1 |
| BG | beta-geometric mixture model |
| BUGS | Bayes using Gibbs sampler (software) |
| CDO | collateralized debt obligation |
| CDS | credit default swap |
| CFTP | coupling from the past |
| CLT | the Central Limit Theorem |
| CMLE | canonical maximum likelihood estimation (estimates) |
| c.d.f. | cumulative distribution function |
| ENIAC | electronic numerical integrator and computer |
| FGM | Farlie–Gumbel–Morgenstern copulas |
| FTD | first-to-default (swaps) |
| GARCH | generalized autoregressive conditional heteroskedasticity |
| HAC | hierarchical Archimedean copula |
| HKC | hierarchical Kendall copula |
| IFM | inference from margins |
| i.i.d. | independent identically distributed |
| IMA | independent Metropolis algorithm |
| ISBA | International Society for Bayesian Analysis |
| JAGS | just another Gibbs sampler (software) |
| LLN | the Law of Large Numbers |
| MANIAC | mathematical analyzer, numerator, integrator, and computer |
| MCMC | Markov chain Monte Carlo |
| MHA | Metropolis–Hastings algorithm |
| MLE | maximum likelihood estimation (estimates) |
| MPLE | maximum pseudo-likelihood estimation (estimates) |
| PCC | pair copula construction |
| PD | probability of default |
| p.d.f | probability density function |
| RLUF | Rodriguez Lallena and Ubeda Flores copulas |
| RTO | regression through the origin |
| RWMHA | random walk Metropolis–Hastings algorithm |
| SACF | sample autocorrelation function |
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