# parameter <- list()
#
# parameter$N <- 3000 # length of simulated trajector
# parameter$BS <- matrix(c(2000, 7000, 12000, 7000, 7000, 12000, 7000, 2000, 7000, 7000), 5, 2, byrow = T)
# parameter$M <- nrow(parameter$BS) # number of Base stations
# parameter$start <- c(4300, 4300, 2, 2) # mean starting position
# parameter$pnlos <- c(0,0,0,0,0.25)
# parameter$initial_sigma <- c(50, 50, 6, 6) # standard deviation for the for the initial state
# parameter$mc <- 50 # number of monte carlo runs
# parameter$discardN <- 100
# parameter$grid <- 1
# parameter$Ts <- 0.2
# parameter$A <- matrix(data = c(1.,0,0,0
# , 0,1,0,0
# , parameter$Ts,0,1,0,
# 0, parameter$Ts,0,1), 4, 4)
# parameter$G <- rbind(parameter$Ts^2 / 2 * diag(1, 2, 2)
# , parameter$Ts * diag(1,2,2))
#
#
# parameter$dim <- ncol(parameter$BS)
# parameter$numberbs <- 'variable'
# parameter$noisemodel <- 'GMM1'
# parameter$motionmodel <- 'random-force'
# parameter$noisestructure <- 'Markov'
# parameter$figure <- 1
# parameter$plot <- 'mse'
# parameter$MarkovChain <- to.tensor(0,c(U=2
# ,V=2
# ,W=parameter$M))
#
#
#
#
#
#
#
# #save.image(file = '~/Rrobustsp/data/set_parameters_book.RData')
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