MacOS Installation Process

Question

MacOS Installation Process

Opened this issue a year ago · 1 comments

I've reviewed djbeadle's 2020 issue, and have seen a few of the same symptoms. That said, I thought I'd add my initial approach to installing AMaDiA on MacOS, in my case, Intel MacOS 13.6 (Ventura).

Launch the Terminal application and run the following steps within its console.
Install Xcode command line tools:

xcode-select --install

Install Homebrew (Instructions at https://brew.sh/).
After Homebrew installation is complete:

brew install git
brew install --cask anaconda # installs Anaconda 3
source ~/.zshrc # if using zsh
source ~/.bashrc # if using bash
conda install conda-forge::antlr4-python3-runtime
conda install -c conda-forge pyobjc
conda install -c conda-forge slycot
brew install mactex
eval "$(/usr/libexec/path_helper)" # or restart terminal
sudo tlmgr update --self
sudo tlmgr install dvipng
eval "$(/usr/libexec/path_helper)" # or restart terminal
vi ~/bin/AMaDiA/AMaDiA_Files/AMaDiA_Classes.py
:1083 # comment out, deprecated np.warnings
:1085 # comment out, deprecated np.warnings
:1128 # comment out, deprecated np.warnings
mkdir ~/bin
vi ~/bin/AMaDiA_INSTALL.sh

insert and save the following:

#!/usr/bin/env zsh
INSTALL_DIR=$HOME/bin
if [ ! -d “$INSTALL_DIR” ]; then
	mkdir -p $INSTALL_DIR
fi
cd $INSTALL_DIR
git clone https://github.com/AstusRush/AMaDiA

vi ~/bin/AMaDiA.sh

insert and save the following:

#!/usr/bin/env zsh
AMaDiA_DIR=$HOME/bin/AMaDia
cd $AMaDiA_DIR
git pull
if activate; then
        if python3 $AMaDiA_DIR/AMaDia.py; then
                echo "AMaDia executing"
        else
                echo “Error while launching AMaDiA, exiting…”
                exit 2
        fi
else
        echo “Error while launching Anaconda activate, exiting…”
        exit 1
fi

chmod o+x $HOME/bin/AMaDiA_INSTALL.sh
chmod o+x $HOME/bin/AMaDiA.sh
$HOME/bin/AMaDiA_INSTALL.sh
$HOME/bin/AMaDiA.sh

Results from examples:

s^3+5s^2+8s+4=0
False: right side deviates by second3 + 5*second2 + 8*second + 4
roots(s^3+5s^2+8s+4)
roots(s^3+5s^2+8s+4) = {-1: 1, -2: 2}
x²+3x-4=0
[ {x: -4} , {x: 1} ]
x^20+5·x^19-3·x^18+2·x^17+18·x^17+2·x^16+19·x^15+2·x^14-19·x^13-99·x^12+x^11-14·x^10+3·x^9-15·x^8-12·x^7+70·x^6-104·x^5+x^4-3·x^3+x²+2·x-5=0
<class 'ValueError'> in AMaDiA_Classes.py line 660
x^20+5·x^19-3·x^18+2·x^17+18·x^17+2·x^16+19·x^15+2·x^14-19·x^13-99·x^12+x^11-14·x^10+3·x^9-15·x^8-12·x^7+70·x^6-104·x^5+x^4-3·x^3+x²+2·x-5=0 ==> [ {x: -6.04773571888917} , {x: -1.0250326906027} , {x: -0.519247737106139} , {x: 1.28374880067676} , {x: -1.10141297857819 - 0.692831199945115·I} , {x: -1.10141297857819 + 0.692831199945115·I} , {x: -0.182946451101471 - 0.517800980196802·I} , {x: -0.182946451101471 + 0.517800980196802·I} , {x: -0.552155232233211 - 0.930186898687355·I} , {x: -0.552155232233211 + 0.930186898687355·I} , {x: -0.0756886854576322 - 1.59356606867508·I} , {x: -0.0756886854576322 + 1.59356606867508·I} , {x: 0.351371712758973 - 0.914333003500366·I} , {x: 0.351371712758973 + 0.914333003500366·I} , {x: 0.44076366517051 - 0.33765852950478·I} , {x: 0.44076366517051 + 0.33765852950478·I} , {x: 0.80060470751489 - 0.375687281322787·I} , {x: 0.80060470751489 + 0.375687281322787·I} , {x: 0.973596934886756 - 1.57844845108437·I} , {x: 0.973596934886756 + 1.57844845108437·I} ]
integrate(sqrt(sin(x))/(sqrt(sin(x))+sqrt(cos(x))),(x,0,pi/2))
∫(√(sin(x))/(√(sin(x))+√(cos(x))),(x,0,π/2)) = 0.785398163397448
int {(0)(3)}int {(0)(x)}a^2da+x dx + int {(0)(3)}x^2*dx
∫{(0)(3)}∫{(0)(x)}a^2da+x dx + ∫{(0)(3)}x^2·dx = 20.25
((3)(∫ d(x²)/dx+x dx)(2))/6
((3)(∫ d(x²)/dx+x dx)(2))/6 = 1.5·x^2
d(y(t))/dt=-λ·y(t)
d(y(t))/dt=-λ·y(t) ==> {λ: -Derivative(y(tonne), tonne)/y(tonne)}
x'(t) *x(t)^2 = sin(0.2 + t)
x'(t) ·x(t)^2 = sin(0.2 + t) ==> [ {x(tonne): -(sin(tonne + 0.2)/Derivative(x(tonne), tonne))^0.5} , {x(tonne): (sin(tonne + 0.2)/Derivative(x(tonne), tonne))^0.5} ]
∫1dy+∫7x*dx=0
∫1dy+∫7x·dx=0 ==> {y: -3.5·x^2}
y''(x) = 0 , y(4)=1 , y'(1)=2
y''(x) = 0 , y(4)=1 , y'(1)=2 ==> y(x) = 2.0·x - 7.0
d(x(t))/dt = 5x(t)-3 , x(2)=1
<class 'AssertionError'> in AMaDiA_Classes.py line 957 :
<class 'SyntaxError'> in AMaDiA_Classes.py line 802 : invalid syntax (, line 1)
d(x(t))/dt = 5x(t)-3 , x(2)=1 ==> x(t) = 1.81599719049939e-5exp(5t) + 0.6
y(x)·(2x^4+y(x))·y'(x)=(1-4·x·(y(x))^2)·x^2
Killed process after 3 hours on a 3.1 GHz Quad-Core Intel Core i7, 16GB RAM.
pdsolve(1 + (2·(d(u(x,y))/dx)/u(x,y)) + (3·(d(u(x,y))/dy)/u(x,y)))
pdsolve(1 + (2·(d(u(x,y))/dx)/u(x,y)) + (3·(d(u(x,y))/dy)/u(x,y))) = Eq(u(x, y), F(3·x - 2·y)·exp(-2·x/13 - 3·y/13))
pdsolve(1 + (2*(d(u(x,y))/dx)) + (3*(d(u(x,y))/dy)))
pdsolve(1 + (2·(d(u(x,y))/dx)) + (3·(d(u(x,y))/dy))) = Eq(u(x, y), -0.153846153846154·x - 0.230769230769231·y + F(3·x - 2·y))
Sum(1/(k-3),(k,4,8)) = 137/60
<class 'tokenize.TokenError'> in AMaDiA_Classes.py line 956 : ('EOF in multi-line statement', (2, 0))
(Sum(1/(k-3),(k,4,8)) ) - ( 137/60)
14:25:41 :
<class 'ValueError'> in AMaDiA_Classes.py line 660 : The function cannot be automatically detected for 0.
Sum(1/(k-3),(k,4,8)) = 137/60 ==> True
z6 = 1
<class 'ValueError'> in AMaDiA_Classes.py line 660 : The function cannot be automatically detected for z6 - 1.
z^6 = 1 ==> [ {z: -1} , {z: 1} , {z: -0.5 - 0.866025403784439·I} , {z: -0.5 + 0.866025403784439·I} , {z: 0.5 - 0.866025403784439·I} , {z: 0.5 + 0.866025403784439·I} ]
z3 = -2+2*I
<class 'ValueError'> in AMaDiA_Classes.py line 660 : The function cannot be automatically detected for z3 + 2 - 2*I.
z^3 = -2+2·I ==> [ {z: -1.36602540378444 + 0.366025403784439·I} , {z: 0.366025403784439 - 1.36602540378444·I} , {z: 1 + 1·I} ]
4 in ImageSet(Lambda(x, x**2), S.Naturals) # Checks if 4 is a square number
<class 'AttributeError'> in AMaDiA_Functions.py line 314 : 'Quantity' object has no attribute 'Naturals'
14:28:50 :
<class 'AttributeError'> in AMaDiA_Classes.py line 802 : 'Quantity' object has no attribute 'Naturals'
4 in ImageSet(Lambda(x, x^2), S.Naturals) # Checks if 4 is a square number ==> True
1 if 4 in [1,2,3,5,6]+[4,8] else 0
1 if 4 in [1,2,3,5,6]+[4,8] else 0 = 1
1 if 4 in [1,2,3,4,5,6] and 4 not in [4,8] else 0
1 if 4 in [1,2,3,4,5,6] and 4 not in [4,8] else 0 = 0
22 if 2>3 else 23
2·2 if 2>3 else 2·3 = 6
inverse_laplace_transform(1/s,s,x)
inverse_laplace_transform(1/s,s,x) = Heaviside(x)
laplace_transform(exp(x),x,s)[0]
laplace_transform(exp(x),x,s)[0] = 1/(second - 1)
convert_to(7foot+3inch,[m])
convert_to(7foot+3inch,[m]) = 2.2098·meter
d(y(t))/dt=-y(t)·λ # LaTeX
LaTeX output looks good.
y(t)= C1exp(-λt) # LaTeX
LaTeX output looks good.
integrate(sqrt(sin(x))/(sqrt(sin(x))+sqrt(cos(x)))) # plot
[-10. -9.97997998 -9.95995996 ... 9.95995996 9.97997998
10. ] <class 'numpy.ndarray'>
:4: RuntimeWarning: invalid value encountered in sqrt
Integral(sqrt(sin(x))/(sqrt(sin(x)) + sqrt(cos(x))), x))
Warning in AMaS for integrate(sqrt(sin(x))/(sqrt(sin(x))+sqrt(cos(x))))
:2: RuntimeWarning: invalid value encountered in sqrt
return (sqrt(sin(x))/(sqrt(sin(x))+sqrt(cos(x))))
Warning in AMaS for integrate(sqrt(sin(x))/(sqrt(sin(x))+sqrt(cos(x))))
/Users/cmholm/bin/AMaDiA/AMaDiA_Files/AMaDiA_Classes.py:1108: IntegrationWarning: The occurrence of roundoff error is detected, which prevents
the requested tolerance from being achieved. The error may be
underestimated.
return scipy.integrate.quad(evalfunc, 0, X)
<class 'ValueError'> in AMaDiA_Classes.py line 1065 : Invalid limits given: (array([-10. , -9.97997998, -9.95995996, ..., 9.95995996,
9.97997998, 10. ]),)
sqrt(sin(x))/(sqrt(sin(x))+sqrt(cos(x))) # plot
[-10. -9.97997998 -9.95995996 ... 9.95995996 9.97997998
10. ] <class 'numpy.ndarray'>
:2: RuntimeWarning: invalid value encountered in sqrt
return sqrt(sin(x))/(sqrt(sin(x)) + sqrt(cos(x)))
(note: plot appears to be correct)
(0<x)(x<1)+(x>1)·(x<3)·x+(3<x)·(sin((x-3)*8)/8+3) # plot
<class 'TypeError'> in AMaDiA_Functions.py line 314 : Relational cannot be used in Mul
<class 'TypeError'> in AMaDiA_Classes.py line 457 : unsupported operand type(s) for *: 'StrictLessThan' and 'StrictLessThan'
<class 'TypeError'> in AMaDiA_Classes.py line 1039 : unsupported operand type(s) for *: 'StrictLessThan' and 'StrictLessThan'
(note: no plot)
(abs(sin(x))>0.3)(abs(sin(x))<0.7)(-sin(x)+0.3(sign(sin(x))))+sin(x) # plot
<class 'TypeError'> in AMaDiA_Functions.py line 314 : Relational cannot be used in Mul
<class 'TypeError'> in AMaDiA_Classes.py line 457 : unsupported operand type(s) for *: 'StrictGreaterThan' and 'StrictLessThan'
<class 'TypeError'> in AMaDiA_Classes.py line 1039 : unsupported operand type(s) for *: 'StrictGreaterThan' and 'StrictLessThan'
(note: no plot)

Answer 1 · 2024-04-30T17:46:52.000Z

Thank you for sharing this. I will link this issue on the install section of the readme.

I was at first confused by the output for the plot examples until I realised that they were inputted into the calculator tab instead of the plot tab. It seems that I should improve my examples to make it clearer that these inputs should be done in the plot tab, however I also like the idea of making the parser recognise #plot to automatically redirect the query to the plot tab. I might add that.

(Also, sorry for this late response, I was occupied with my bachelor thesis for the past few months.)