R: Structured Random Variables for Reliability System Distributions

# Structured Random Variables for Reliability System Distributions

## Documentation for package ‘dist.structure’ version 0.5.0

- DESCRIPTION file
- User guides, package vignettes and other documentation
- Package NEWS
- Package README

## Help Pages

as_dist_structure | Coerce to dist_structure
as_dist_structure.dist | Coerce to dist_structure
as_dist_structure.dist_structure | Coerce to dist_structure
birnbaum_importance | Birnbaum reliability importance
birnbaum_importance.dist_structure | Birnbaum reliability importance
bridge_dist | Bridge system distribution
cdf.cold_standby_dist | Cold-standby system distribution
cdf.dist_structure | System survival via reliability composition
coherent_dist | Coherent system distribution from minimal path sets
cold_standby_dist | Cold-standby system distribution
component | The j-th component as a dist
compose_systems | Compose systems hierarchically
compose_systems.dist_structure | Compose systems hierarchically
consecutive_k_dist | Consecutive-k-out-of-n system distribution (type G)
criticality_importance | Criticality (Fussell) importance at time t
criticality_importance.dist_structure | Criticality (Fussell) importance at time t
critical_states | Critical states of a component
critical_states.dist_structure | Critical states of a component
density.exp_kofn | k-out-of-n system of independent exponential components (closed form)
density.exp_series | Series of exponential components (closed form)
density.wei_kofn | k-out-of-n system of independent Weibull components (closed form)
dist_structure | System survival via reliability composition
dual | Dual of a coherent_dist: swap cuts and paths
dual.coherent_dist | Dual of a coherent_dist: swap cuts and paths
dual.dist_structure | Dual of a coherent_dist: swap cuts and paths
dual.dual_of_system | Dual of a coherent_dist: swap cuts and paths
exp_kofn | k-out-of-n system of independent exponential components (closed form)
exp_parallel | Parallel of exponential components (closed form)
exp_series | Series of exponential components (closed form)
format.dist_structure | Format a dist_structure object
gamma_series | Series of independent Gamma components (closed form)
hazard.exp_kofn | k-out-of-n system of independent exponential components (closed form)
hazard.exp_series | Series of exponential components (closed form)
hazard.wei_kofn | k-out-of-n system of independent Weibull components (closed form)
hazard.wei_series | Series of heterogeneous Weibull components (closed form)
is_coherent | Coherence axiom check
is_coherent.dist_structure | Coherence axiom check
is_dist_structure | Predicate for dist_structure objects
kofn_dist | k-out-of-n system distribution
lognormal_series | Series of independent Lognormal components (closed form)
max_iid | Parallel system of m iid components
mean.cold_standby_dist | Mean of a cold-standby system: sum of component means
mean.exp_parallel | Parallel of exponential components (closed form)
mean.exp_series | Series of exponential components (closed form)
mean.wei_homogeneous_series | Series of Weibull components with common shape (closed form as a Weibull)
min_cuts | Minimal cut sets
min_cuts.dist_structure | Minimal cut sets
min_iid | Series system of m iid components
min_paths | Minimal path sets
min_paths.dist_structure | Minimal path sets
ncomponents | Number of components
order_statistic | k-th order statistic of m iid components
parallel_dist | Parallel system distribution
phi | Structure function
phi.dist_structure | Structure function
print.dist_structure | Print a dist_structure object
reliability | System reliability polynomial
reliability.dist_structure | System reliability polynomial
sampler.cold_standby_dist | Cold-standby system distribution
sampler.dist_structure | System survival via reliability composition
sampler.exp_kofn | k-out-of-n system of independent exponential components (closed form)
sampler.exp_parallel | Parallel of exponential components (closed form)
sampler.exp_series | Series of exponential components (closed form)
sampler.gamma_series | Series of independent Gamma components (closed form)
sampler.lognormal_series | Series of independent Lognormal components (closed form)
sampler.wei_homogeneous_series | Series of Weibull components with common shape (closed form as a Weibull)
sampler.wei_kofn | k-out-of-n system of independent Weibull components (closed form)
sampler.wei_series | Series of heterogeneous Weibull components (closed form)
series_dist | Series system distribution
structural_importance | Birnbaum structural importance
structural_importance.dist_structure | Birnbaum structural importance
substitute_component | Substitute a component
substitute_component.dist_structure | Substitute a component
surv.cold_standby_dist | Cold-standby system distribution
surv.dist_structure | System survival via reliability composition
surv.exp_kofn | k-out-of-n system of independent exponential components (closed form)
surv.exp_parallel | Parallel of exponential components (closed form)
surv.exp_series | Series of exponential components (closed form)
surv.gamma_series | Series of independent Gamma components (closed form)
surv.lognormal_series | Series of independent Lognormal components (closed form)
surv.wei_homogeneous_series | Series of Weibull components with common shape (closed form as a Weibull)
surv.wei_kofn | k-out-of-n system of independent Weibull components (closed form)
surv.wei_series | Series of heterogeneous Weibull components (closed form)
system_censoring | Per-component censoring from system observation
system_censoring.dist_structure | Per-component censoring from system observation
system_lifetime | System lifetime from component times
system_lifetime.dist_structure | System lifetime from component times
system_signature | System signature
system_signature.dist_structure | System signature
validate_dist_structure | Validate that an object satisfies the dist_structure protocol
vesely_fussell_importance | Vesely-Fussell importance at time t
vesely_fussell_importance.dist_structure | Vesely-Fussell importance at time t
wei_homogeneous_series | Series of Weibull components with common shape (closed form as a Weibull)
wei_kofn | k-out-of-n system of independent Weibull components (closed form)
wei_series | Series of heterogeneous Weibull components (closed form)