MultiPhasesTransition: Transition range for a succession of groups (for groups in...

In ArchaeoPhases: Post-Processing of the Markov Chain Simulated by 'ChronoModel', 'Oxcal' or 'BCal'

Transition range for a succession of groups (for groups in temporal order constraint)

Description

Finds, if it exists, the shortest interval that satisfies P(TransitionRangeInf < Phase1Max < Phase2Min < TransitionRangeSup | M) = level

Usage

MultiPhasesTransition(
  data,
  position_minimum,
  position_maximum = position_minimum + 1,
  level = 0.95
)

Arguments

data	Data frame containing the output of the MCMC algorithm.
position_minimum	Numeric vector containing the column number corresponding to the minimum of the events included in each group.
position_maximum	Numeric vector containing the column number corresponding to the end of the groups set in the same order as in codeposition_minimum.
level	Probability corresponding to the level of confidence.

Details

For each i, MultiPhasesTransition() computes the transition interval for the phase defined by its minimum position_minimum[i] and its maximum position_maximum[i]. The default value of position_maximum corresponds to CSV files exported from ChronoModel software.

Value

A matrix of values containing the level of confidence and the endpoints of the transition interval for each pair of successive groups. The result is given in calendar years (BC/AD).

Author(s)

Anne Philippe, [e-mail] and

Marie-Anne Vibet, [e-mail]

Examples

  # Data extracted from ChronoModel software
  data(Phases)
  # List of the name of the groups
  names(Phases)
  # Stipulating position_maximum
  MultiPhasesTransition(Phases, position_minimum = c(4, 2), position_maximum = c(5, 3))
  # In this case, equivalent to
  MultiPhasesTransition(Phases, position_minimum = c(4, 2))

ArchaeoPhases documentation built on March 18, 2022, 5:44 p.m.