There are 3 repositories under degree topic.
The Learning Hub for UoL's Online CS Students
Designed for saving assignments, submission exercises and projects
GSC Open Source Computer Science Degree
Master of Science in Cybersecurity, Sapienza University of Rome.
🛠 A VSCode extension, includes useful snippets and tools for LaTeX.
The implement of Independent Cascade Model, with different seeds selection algorithms.
Detection of Degree of Parkinsonism via the Spiral Test
Derivation of quadcopter nonlinear 6 degree of freedom equations is provided in this section
Skills to Level Up
Free courses from reputable universities like MIT, Stanford, and Princeton that satisfy the same requirements as an undergraduate CS degree.
2020 - Graphics engine with portals to simulate non-euclidean 3D scenes
All AUT's principles and applications of artificial intelligence course projects.
Official repository for WhatAfterGrad's web portals.
Analysis and experiments for https://github.com/greenelab/xswap-manuscript
Personal template for LaTeX documents following thesis, major research papers, and dissertation submission guidelines by the Yeates School of Graduate Studies at Ryerson University
According to position and return degree and zone level.
Self paced MS degree in Robotics, made for learning purpose
University Course Timetabling Problem using different algorithms, part of the Algorithms and Heuristics course at the University of Amsterdam.
Circle of fifths with degrees, modes and chord-finder written in LaTeX and TikZ
Performs astronomical calculations and conversions
Pertaining to the utter confusion between notations used in Entity-Relationship modeling concepts and especially the degree v/s cardinality question, I have compiled my notes on most of the concepts used in ERD from authentic and reasonable sources which do not contradict each other. I did this because there are misconceptions over the internet for simple definitions which make it cumbersome to understand. There are innumerable errors both in the teacher's slides as well as articles over Internet in defining terms and not keeping the exact semantics of it while defining subsequent terms. Hope this will do justice to those who are behind the true meaning of everything in between! Also through discovery, I noticed the Crow's notation which makes things really simple to understand. Thanks to Coursera and Patrycja Dybka! Copyrights and licensing reserved
Compute the arccosine (in degrees) of a double-precision floating-point number.
Compute the arcsine (in degrees) of a double-precision floating-point number.
Compute the arcsine (in degrees) of a single-precision floating-point number.
Compute the arctangent(in degrees) of a double-precision floating-point number.
Compute the cosine of an angle measured in degrees.
Compute the cotangent of an angle measured in degrees
Compute the secant of an angle measured in degrees.
Compute the tangent of an angle measured in degrees