asinghvi17

using Makie, MakieTeX, CairoMakie
# Makie v0.17 and associated packages
using DifferentialEquations, Polynomials

# define the default theme

Makie.set_theme!(Theme(
    font = "CMU Serif",
    fontsize = 12, # 12,
    Axis = (

asinghvi17

using Makie, GLMakie

f(x::Real, r::Real) = r * x * (1 - x)
function cobweb(
        xᵢ::Real,
        curve_f::Function,
        r::Real;
        nstep::Real = 30
    )::Vector{Point2f} # col 1 is x, col 2 is y

asinghvi17

# Author: Anshul Singhvi
# Works as of 20220507
# Basically, the function is used to edit the metadata of a PDF using Ghostscript
# This could be made pure-Julian with the right logic (searching for keywords, etc.)
# but that is annoying to do.

using Ghostscript_jll

const AUTHOR = Ref{String}("Anshul Singhvi")

asinghvi17

using Makie
using Makie.AbstractPlotting.MakieLayout


function position_popup!(
        scene, axes;
        formatter = (point::Point2f0) -> string(round.(Float64.(point), digits = 3)),
    )

    visible = Observable(false)

asinghvi17

# Generate the tex file

rawtex = raw"""
\documentclass{standalone}
\begin{document}
\[\left[{\frac{-\hbar^{2}}{2m}}\nabla^{2}+V(\mathbf{r})\right]\Psi(\mathbf{r}) = E\Psi(\mathbf{r})\] % Schrodinger equation
\end{document}
"""

lua_stdin = IOBuffer(writable = true)

asinghvi17

# setup
# import Pkg;
# Pkg.pkg"add Makie#master PlotUtils GeoInterface GeoJSON"

using Makie
using GeoInterface, GeoJSON
using PlotUtils

states = download("https://raw.githubusercontent.com/PublicaMundi/MappingAPI/master/data/geojson/us-states.json")

asinghvi17

from __future__ import division
from numpy.fft import rfft
from numpy import argmax, mean, diff, log, nonzero
from scipy.signal import blackmanharris, correlate
from time import time
import sys
try:
    import soundfile as sf
except ImportError:
    from scikits.audiolab import flacread

asinghvi17

## setup differential equation
using DifferentialEquations,
      ParameterizedFunctions

lorenz = @ode_def Lorenz begin           # define the system
 dx = σ * (y - x)
 dy = x * (ρ - z) - y
 dz = x * y - β*z
    end σ ρ β

asinghvi17

#!/usr/bin/env julia

### USAGE
# GITHUB_AUTH="MY_GITHUB_AUTH_TOKEN_HERE" FILENAME.jl <per-package usage>
###

## NOTE:
# To set this up, you will need to change the two constants below
# to the user who will fork,
# and the organization which owns the repos.

asinghvi17

#!/usr/bin/env julia

### USAGE
# GITHUB_AUTH="MY_GITHUB_AUTH_TOKEN_HERE" mkproj.jl <packages names (WITH .jl)>...
###

## NOTE:
# To set this up, you will need to change the two constants below
# to the user who will fork,
# and the organization which owns the repos.