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from latex2sympy import process_sympy |
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from sympy import * |
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import sys |
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import hashlib |
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import time |
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sys.path.append("..") |
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M = Matrix([[1, 2], [3, 4]]) |
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v = Matrix([1, 2]) |
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sub_settings_symbols = {} |
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sub_settings_symbols[Symbol('M' + hashlib.md5('M'.encode()).hexdigest(), real=True)] = M |
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sub_settings_symbols[Symbol('v' + hashlib.md5('v'.encode()).hexdigest(), real=True)] = v |
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latex = "\\begin{matrix}1&2\\\\3&4\\end{matrix}\\cdot[!v!]" |
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equation_sympy_check = MatMul(M, Symbol('v' + hashlib.md5('v'.encode()).hexdigest(), real=True)) |
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equation_sympy_subs_check = MatMul(M, v) |
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equation_sympy = process_sympy(latex) |
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print('latex = %s' % latex) |
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print('equation_sympy = %s' % equation_sympy) |
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print('equation_sympy_check = %s' % equation_sympy_check) |
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print('equation_sympy = %s' % (srepr(equation_sympy))) |
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equation_sympy_subs = equation_sympy.subs(sub_settings_symbols, evaluate=False) |
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print('equation_sympy_subs = %s' % equation_sympy_subs) |
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print('equation_sympy_subs_check = %s' % equation_sympy_subs_check) |
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print('') |
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print('============== Two Parameters -> M*v = Matrix*Vector =============') |
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sub_settings_symbols = {} |
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sub_settings_symbols[Symbol('M' + hashlib.md5('M'.encode()).hexdigest(), commutative=False)] = M |
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sub_settings_symbols[Symbol('v' + hashlib.md5('v'.encode()).hexdigest(), commutative=False)] = v |
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latex = "[!M!]\\cdot[!v!]" |
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math_check = Mul(Symbol('M' + hashlib.md5('M'.encode()).hexdigest(), commutative=False), Symbol('v' + hashlib.md5('v'.encode()).hexdigest(), commutative=False)) |
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equation_sympy = process_sympy(latex) |
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print(latex) |
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print(math_check) |
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print(equation_sympy) |
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print(srepr(equation_sympy)) |
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t0 = time.time() |
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placeholder_values = {'M': M, 'v': v} |
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equation_sympy_subs = process_sympy(latex, variable_values=placeholder_values) |
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t1 = time.time() |
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print('equation with substituted placeholders = %s' % (str(equation_sympy_subs))) |
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print('time to process to sympy with placeholders = %s s' % (t1 - t0)) |
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print('') |
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print('============== Two Parameters -> M*v = Matrix*Vector =============') |
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