Collaborative Calculation and Data Science

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Example showing two interpretations of Mx = b.

"Guiding Future STEM Leaders through Innovative Research Training" ~ thinkingbeyond.education

Computational geometry is a computer science application of algebraic geometry that allows  for the creation of and control over curves in popular CAD-based programs like Rhino 3D.  We illustrate the benefits gleaned from the development of computational geometry alongside 3D modeling for contemporary toy designers and explore the interplay of creativity & computation via code sample implementations in python and Macaulay2.  

Calculo II, grados TIC, Universidad de Alcalá

Research done and presented in relation to "Cubulated Holonomy", our chosen direction of research at the IU Bloomington 2024 REU.  
Mentor:  Seppo Niemi Colvin
Collaborator: Josue Molina

German notebook on linear approximation in order to evaluate usability of Jupyter notebooks in German HE Math education

Example implementations of algorithms to search for representations of an integer as a sum of three cubes in the computer algebra systems Pari/GP, Magma, Oscar, and SageMath prepared as part of the PCMI/IAS summer program on Number Theory Informed by Computation.

Worksheets related to Applied Discrete Structures

Jupyter notebook 2017-01-10-TestFIle.ipynb

compile a figure to a separate small PDF, crop and optimize that small PDF, and then include it in a larger doument

How To Copy a Course in CoCalc.

To copy a course to a new project in CoCalc, follow these steps:

Peeling at an infinity obtained from a generic spherically symmetric degenerate horizon through an extended Couch-Torrence inversion

Effectively manage and adjust the CoCalc licenses applied to your academic and professional projects. This post offers a straightforward guide on navigating CoCalc's flexible licensing system, allowing users to tailor resources according to their evolving needs. Whether you're switching between projects or ensuring seamless collaboration, learn how CoCalc's intuitive tools can enhance your experience. Perfect for both new and seasoned users, this guide ensures you can focus on your work without unnecessary distractions due to licensing.

Enhance your organization's collaborative scientific computing capabilities with CoCalc OnPrem, a robust enterprise-grade alternative to JupyterHub. Experience real-time collaboration with features like TimeTravel version control, IPyWidgets support, and AI-assisted code improvements. CoCalc OnPrem is designed for customizable projects, secure infrastructure deployment, and scalability, running on Kubernetes and integrating seamlessly with LaTeX, Jupyter, R Studio, VS Code, X11 Desktop, and more. Tailored for research, teaching, and publishing, CoCalc OnPrem seamlessly combines the power of shared workspaces with the enhanced security and data privacy of on-premise solutions. Contact help@cocalc.com for advice on how to ensure collaborative computing within your organization is more effective.

This notebook details some computations in the extremal Reissner-Nordström spacetime. 

סדנת מדע חישובי לתלמידי  שמיר

Get and enjoy super zone unblocked szgames

Let X be a cominuscule Grassmannian of type A,D,E. We provide Sage code for checking that the local Euler obstruction of a Schubert variety in X, at a fixed point, is equal to the corresponding Kazhdan-Lusztig polynomial evaluated at q=1. As a by-product, we also provide calculations of Mather classes of Schubert varieties in X, and CSM classes of Schubert cells in X.

This notebook is a theorem prover for an extended syllogistic logic which allows one to make assertions about comparative cardinalities of finite sets.   The logic is complete and efficiently decidable.  If an assertion follows from a set of assumptions, this notebook displays the proof.  If it doesn't follow, it outputs a counter-model.   

Quick calculations for Bremner-MacLeod http://ami.ektf.hu/uploads/papers/finalpdf/AMI_43_from29to41.pdf

Environment to perform calculations of equivariant vector bundles on homogeneous varieties

Sage worksheet for paper "Hook formulas for skew shapes" by Alejandro Morales, Igor Pak and Greta Panova.

Jupyter notebook Whitehead_ZariskiTangentSpace.ipynb

Jupyter notebook ValueOfIdeas/introducing_idealib.ipynb

Tutorial Release 10.4 
The Sage Development Team
https://doc.sagemath.org/pdf/en/tutorial/sage_tutorial.pdf

Sage is free, open-source math software that supports research and teaching in algebra, geometry, number theory, cryptography, numerical computation, and related areas. Both the Sage development model and the technology in Sage itself are distinguished by an extremely strong emphasis on openness, community, cooperation, and collaboration: we are building the car, not reinventing the wheel. The overall goal of Sage is to create a viable, free, open-source alternative to Maple, Mathematica, Magma, and MATLAB. 

This tutorial is the best way to become familiar with Sage in only a few hours. You can read it in HTML or PDF versions, or from the Sage notebook (click Help, then click Tutorial to interactively work through the tutorial from within Sage).

This work is licensed under a Creative Commons Attribution-Share Alike 3.0 License.

https://creativecommons.org/licenses/by-sa/3.0/

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