SymPy Papers

Here is an incomplete list of papers and presentations that mention SymPy. If you know of one that is not here, please add it. See also Google Scholar. There is a relevant issue in the issue tracker. There are some TODOs for this page there.

Papers using SymPy:

• 2016, PyR@TE 2: A Python tool for computing RGEs at two-loop - Florian Lyonnet, Ingo Schienbein
• 2016, Periods, supercongruences, and their motivic lifts - Julian Rosen
• 2016, Bend|P|y: Python framework for computing complex plate-beam systems - Mikael Mortensen, Miroslav Kuchta, Kent-Andre Mardal, Joris C G Verschaeve
• 2016, Shape morphing Kirigami mechanical metamaterials - Robin M. Neville, Fabrizio Scarpa, Alberto Pirrera
• 2016, Does Eulerian percolation on $\ Z^ 2$ percolate? - Olivier Garet, Regine Marchand, Irène Marcovici
• 2016, VULCAN: an Open-Source, Validated Chemical Kinetics Python Code for Exoplanetary Atmospheres - Tsai SM, Lyons JR, Grosheintz L, Rimmer PB, Kitzmann D, Heng K
• 2016, Finite Difference Computing with Partial Differential Equations - Hans Petter Langtangen, Svein Linge
• 2016, Linear and Geometric Algebra - Alan Macdonald
• 2016, Use of the method of manufactured solutions for the verification of conjugate heat transfer solvers - A. Veeraragavan, J. Beri, R.J. Gollan
• 2016, Python for control purposes - Roberto Bucher
• 2016, Dynamics of a developable shell with uniform curvatures - Alejandro Blumentals, Florence Bertails-Descoubes, Romain Casati
• 2015, "Slimplectic" Integrators: Variational integrators for general nonconservative systems - David Tsang, Chad R. Galley, Leo C. Stein, Alec Turner
• 2015, PythonTeX: reproducible documents with LaTeX, Python, and more - GM Poore
• 2015, Numerical Geometric Integration with HOMsPy - Asif Mustaq
• 2015, NTChem: A high-performance software package for quantum molecular symulation - T Nakajima, M Katouda, M Kamiya
• 2015, [The PyPES library of high quality semi‐global potential energy surfaces](The PyPES library of high quality semi-global potential energy surfaces) - Marat Sibaev, Deborah L. Crittenden
• 2015, Verification of a Viscous Computational Aeroacoustics Code using External Verification Analysis - Daniel Ingraham
• 2015, PopupCAD: a tool for automated design, fabrication, and analysis of laminate devices - Daniel M. Aukes, Robert J. Wood
• 2015, Multibody Dynamic Analysis of the Lift Off Operation: A Time Domain Approach - S. Wang
• 2015, An object oriented implementation of the Yeadon human inertia model - Christopher Dembia, Jason K. Moore, Mont Hubbard
• 2015, A first-order secular theory for the post-Newtonian two-body problem with spin–II. A complete solution for the angular coordinates in the restricted case - Francesco Biscani, Sante Carloni
• 2015, PyDII: A python framework for computing equilibrium intrinsic point defect concentrations and extrinsic solute site preferences in intermetallic compounds - Hong Dinga, Bharat Medasanib, Wei Chenc, Kristin A. Perssonc, Maciej Haranczykb, Mark Astaa
• 2015, Algorithm 950: Ncpol2sdpa---Sparse semidefinite programming relaxations for polynomial optimization problems of noncommuting variables - Peter Wittek
• 2014, Sailfish: A flexible multi-GPU implementation of the lattice Boltzmann method - M. Januszewskia, M. Kostura,
• 2014, PyFR: An open source framework for solving advection–diffusion type problems on streaming architectures using the flux reconstruction approach - F.D. Witherden, A.M. Farrington, P.E. Vincent
• 2014, PyR@TE: Renormalization group equations for general gauge theories - F. Lyonneta, I. Schienbeina, F. Staubb, A. Wingertera
• 2014, Automatic code generator for higher order integrators - Mushtaq Asif, Kåre Olaussen
• 2014, Structural design of spars for 100-m biplane wind turbine blades - Perry Roth-Johnson, Richard E. Wirz, Edward Li
• 2014, Symbolic linearization of equations of motion of constrained multibody systems - Dale L. Peterson , Gilbert Gede, Mont Hubbard
• 2014, The Stark problem in the Weierstrassian formalism - Francesco Biscani, Dario Izzo
• 2013, Study Guide: Introduction to Finite Element Methods - Hans Petter Langtangen (Course Notes)
• 2013, Constrained multibody dynamics with Python - Gilbert Gede, Mont Hubbard
• 2012, Symbolic Statistics with SymPy - Matthew Rocklin, Andy Terrel
• 2011, Symbolic Quantum Circuit Simplification in SymPy - Matthew Curry
• 2011, Quantum Mechanics, Quantum Computation, and the Density Operator in SymPy - Addison Cugini
• 2011, Computationally efficient modeling of flexible robots using the transfer matrix method - Ryan W Krauss
• 2011, From Equation to Code: Automated Scientific Computing - Andy Terrel
• 2011, Building a Framework for Predictive Science - Michael McKerns, Leif Strand, Tim Sullivan, Alta Fang, and Michael Aivazis
• 2010, Code Generation: A Strategy for Neural Network Simulators - Dan Goodman
• 2010, General Symbolic Quantum Mechanics for SymPy - Matt Curry, Addison Cugini, and Brian Granger
• 2010, Design and Implementation Issues of a Computer Algebra System in an Interpreted, Dynamically Typed Programming Language - Mateusz Paprocki

Papers mentioning SymPy:

• 2016, Satisfiability Checking and Symbolic Computation - E. Abraham, J. Abbott, B. Becker, A.M. Bigatti, M. Brain, B. Buchberger, A. Cimatti, J.H. Davenport, M. England, P. Fontaine, S. Forrest, A. Griggio, D. Kroening, W.M. Seiler, T. Sturm
• 2015, Evaluation of non-linear buckling loads of geometrically imperfect composite cylinders and cones with the Ritz method - Saullo G.P. Castro, Christian Mittelstedt, Francisco A.C. Monteiro, Richard Degenhardt, Gerhard Ziegmann
• 2014, Free Vibration and Bifurcation Buckling Analysis of Folded–Plate Structures using the Harmonic–Coupled Finite Strip Method - P. Marić, D.D Milašinović, D. Goleš, Z. Živanov, M. Hajduković
• 2014, Evaluation of rotation formalisms in three dimensions using a Lissajous knot - Hejia Pan, Bryan A. Jones.
• 2014, Why scientists should learn to program in Python - Vidya M. Ayer, Sheila Miguez, Brian H. Toby
• 2014, SfePy - Write Your Own FE Application - Robert Cimrman
• 2014, Linear and Discrete Optimization - Friedrich Eisenbrand (Course using Sympy)
• 2013, MASA: a library for verification using manufactured and analytical solutions - Nichola Malaya, Kemelli C. Estacio-Hiroms, Roy H. Stogner, Karl W. Schulz, Paul T. Bauman, Graham F. Carey
• 2011, Python for Scientists and Engineers - K. Millman and Michael Aivazis
• 2011, Symbolic and Numerical Calculus Using Sage - Ondřej Certík, Fredrik Johansson, William Stein and Burcin Erocal
• 2011, Python: An Ecosystem for Scientific Computing - F. Perez, B.E. Granger, and J.D. Hunter
• 2011, Bode Plots in Maxima Computer Algebra Systems - D. Gajdošík and K. Žáková
• 2010, Python and Coding Theory - David Joyner (Course Notes)
• 2010, Combining FCA Software and Sage - Uta Priss
• 2009, Multiprocess System for Virtual Instruments in Python - Brian D'Urso
• 2008, Can We Create an Open-Source CAS? - Willian Stein

Software using SymPy

• Continuity, "a problem-solving environment for multi-scale modeling in bioengineering and physiology".
• Lcapy, "linear circuit analysis and schematic drawing".
• Ncpol2sdpa, "Solve global polynomial optimization problems of either commutative variables or noncommutative operators through a semidefinite programming (SDP) relaxation".

Presentations about SymPy

• 8/27/2011 - Mateusz Paprocki - Given at EuroSciPy 2011 Conference, Paris, France - "Review of Python-based Symbolic Mathematics Systems and Libraries"
• 7/12/2011 - Mateusz Paprocki, Aaron Meurer - Given at SciPy 2011 Conference, Austin, TX, USA - Tutorial
• 3/2/2011 - Mateusz Paprocki - Given at SIAM CSE 2011 Conference, Reno, NV, USA - Symbolic Mathematics in Pure Python
• 7/10/2010 - Mateusz Paprocki - Given at EuroSciPy 2010 Conference, Paris, France - Computing with Polynomials in SymPy
• 5/12/2010 - Mateusz Paprocki - Given at Py4Science 2010 UC Berkeley, CA, USA - Symbolic Manipulation in Pure Python
• 7/24/2009 - Mateusz Paprocki - Given at EuroSciPy 2009 Conference, Leipzig, Germany - SymPy: A Library for Symbolic Mathematics in Pure Python
• 5/19/2009 - Mateusz Paprocki - Given at KNS 2009 Students Conference, Wrocław, Poland - SymPy: A System for Exploring Symbolic Mathematics
• 1/6/2009 - Ondřej Čertík - Given at FEMTEC 2009, Lake Tahoe, CA, USA - SymPy: A Pure Python Symbolic Manipulation System
• 3/1/2008 - Ondřej Čertík - Given at SAGE Days 8, Austing, TX, USA - SymPy: Python Library for Symbolic Mathematics
• 8/17/2007 - Ondřej Čertík - Given at SciPy2007 Conference, Caltech, Los Angeles, CA, USA - Using Python for Electronic Structure Calculations, Nonlinear Solvers, FEM, and Symbolic Manipulations