julia> using ToyFHE# Let's play with 8 element vectorsjulia> N = 8;# Choose some parameters - we'll talk about it laterjulia> = NegacyclicRing(2N, (40, 40, *40*))/(x + 1)# We'll use CKKS julia> params = CKKSParams()CKKS parameters# We need to pick a scaling factor for ...
usingProgressMeterusingArpackusingArgParseusingSparseArraysusingPlotsusingLaTeXStringsusingPrintf #the monolayer POSCAR information should be named as [layer name].monopos#where .poscar should has the following form#=[some name][scale factor][3x3 matrix of lattice constant][elements name][numbers of cor...
ggamma,ttau = params # extract gamma and tau from vector this_demand = hh_constrained_opt(ggamma,ttau,array(df[:wage]),this_epsilon) # obtain demand for c and l c_moment = mean( this_demand[:c_opt] ) - mean( df[:consump] ) # compute empirical moment for c l_moment = mean...
# We need to pick a scaling factorfora numbers-again we'll talk about that later julia>Tscale=FixedRational{2^40}FixedRational{1099511627776,T}whereT# Let's startwitha plain Vectorofzeros julia>plain=CKKSEncoding{Tscale}(zero(ℛ))8-element CKKSEncoding{FixedRational{1099511627776,T}whereT}...
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Vectors can be created by passing items into a pair of brackets, as seen below. # Define a three-integer vector x = [1, 2, 3] Powered By 3-element Vector{Int64}: 1 2 3 Powered By # Get the type of x typeof(x) Powered By Vector{Int64} (alias for Array{Int64, 1}) ...
[relative coordinates of each ion]=# #for ions locate at the boundary of moire unit cell within distance LTOL#they would be taken into considerationconstLTOL =1e-4Base.@kwdefmutable structPOSCAR lat::Matrix{Float64}=I(2) elements::Vector{String}= ["None"] nums::Vector{Int64}= [1] ...
已将writecsv函数废弃了。 输入writedlm,结果如下: help?> writedlm search: writedlm writedlm(f, A, delim='\t'; opts) Write A (a vector, matrix, or an iterable collection of iterable rows) as text to f (either a filename string ...
A matrix is an array of numbers represented as a vector of vectors. Here’s how you can create a matrix. matrix_1 = [[1 2 3 ]; [4 5 6]] Here’s what it looks like: Output: 2×3 Matrix{Int64}: 1 2 3 4 5 6 Let’s look at various other operations in a matrix. ...
# Let's start with a plain Vector of zeros julia> plain = CKKSEncoding{Tscale}(zero(ℛ))8...