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The article presents coding for computer science education. Topics discussed include the significance for students to learn computer programming, an overview about coding, the rationales of coding such as social welfare, income insurance, educational inequity cure and educational fad, the perspective of programming course, and its potential benefits.

The article discusses the application of mathematics to the square of numbers in the gardens on the grounds of Schönbrunn Palace in Vienna, Austria. It mentions graph as mathematical model for the puzzle whose vertices are the squares. It adds puzzles by mathematicians Sam Loyd and Ralph Colao. It also adds the generation of puzzles with the use in their solution of stochastic local search algorithms.

The article discusses the mathematical models used to analyze and simulate the U.S. kidney transplant system. It focuses on algorithms for matching donors to kidneys. It mentions that kidneys became available when a person dies and must be transplanted quickly. A proper scheme should be developed to find a compatible recipient for the kidney. The article also discusses using a bipartite graph to pair off living donors and recipients. It describes the problem of matching kidney donors and recipients as dynamic. It also analyzes the feasibility and effectiveness of the kidney paired donation model.