Mathematics for Computer Science

Mathematics for Computer Science Essay Examples

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An Overview of the Life and Career of Claude Shannon (1118 words, 7 pages)
Overview Noted as a founder of information theory, Claude Shannon combined mathematical theories with engineering principles to set the stage for the development of the digital computer. The term bit, today used to describe individual units of information processed by a computer, was coined from Shannons research in the 1940s. ... Read More
An Overview of the Work of the Mathematician Norbert Wiener (1126 words, 6 pages)
Overview Mathematician Norbert Wieners work in the area of communication theory led to the development of cybernetics, or the study of control and communication in animals and machines. His work also formed the basis for the branch of artificial intelligence research based on the processes of the human mind. The ... Read More
The History and Benefits of Mathematical Logic (784 words, 2 pages)
Mathematical logic is something that has been around for a very long time. Centuries Ago Greek and other logicians tried to make sense out of mathematical proofs. As time went on other people tried to do the same thing but using only symbols and variables. But I will get into ... Read More
The Significance of Maths in the Business World Today (798 words, 4 pages)
Math is anessential asset in the business world. Without mathematics businesseswouldnt be able to operate effectively. In order to run a restaurant math playsan important role in a lot of different areas. For instance the items on the menumay change due to the way it sells. Bookkeeping and math allow ... Read More
The Life and Domination of German Mathematician Carl Friedrich Gauss (692 words, 4 pages)
Carl Friedrich GaussCarl Friedrich Gauss was a German mathematician and scientist whodominated the mathematical community during and after his lifetime. Hisoutstanding work includes the discovery of the method of least squares, thediscovery of non-Euclidean geometry, and important contributions to the theoryof numbers.Born in Brunswick, Germany, on April 30, 1777, Johann ... Read More
An Analysis of the Topic of the Level of Mathematics and Physics (290 words, 1 pages)
Having thoroughly enjoyed A level Mathematics and Physics, I would like to further my studies with a degree course that combines these subjects. My Further Mathematics at A level course has helped me develop the confidence to tackle more chalalaging questions analytically. Whilst A level Chemistry and Computing have increases ... Read More
Investigating the Different Patterns of Development Order of Squares (674 words, 5 pages)
Borders Coursework 1)Investigate the different patterns of development Order of squares going down 1 3 1 5 1 3 5 3 1 13New additions. In each case 2 has been added. 1 3 5 7 5 3 1 25Like the previous pattern there areAdditions with 2 being added on. For ... Read More
An Introduction and an Analysis of the Usage of Math Formulas in Music (601 words, 1 pages)
When you listen to a piece of music you usually dont think of math, but the two are interlinked and music always involves math even though we dont always realize it. When musicians play music they are using mathematical formulas to play. There are formulas for making cords, scales and ... Read More
A Study of Cryptography and the Use of Mathematical Codes (1512 words, 3 pages)
Mathematical CodesMathematical codes are used by millions everyday for a variety reasons, but all intending to keep something private. The coding theory has actual applications in consumer electronics and with other areas of mathematics. Encryption, which involves enciphering and encoding, is used to protect data against organized crime, government and ... Read More
The Aspects of Mathematics That Relates to Biology (1436 words, 6 pages)
Mathematics as it relates to BiologyMathematics and many of its aspects are a major part of everyday life. We spend the majority of our school years studying and learning the concepts of it. Many times, the question of Why do we need to know these things? has been asked of ... Read More
The Differences Between Euclidean and Non-Euclidean Geometry (1670 words, 4 pages)
Differences in GeometryGeometry is the branch of mathematics that deals with the properties of space. Geometry is classified between two separate branches, Euclidean and Non-Euclidean Geometry. Being based off different postulates, theorems, and proofs, Euclidean Geometry deals mostly with two-dimensional figures, while Demonstrative, Analytic, Descriptive, Conic, Spherical, Hyperbolic, are Non-Euclidean, ... Read More
A Biography of Rene Descartes the Mathematician (896 words, 2 pages)
Rene Descartes was a math philosopher, he was born in Toures, on March 31 1596, and he died at Stockholm on February 11 1650. His father was forced to spend half the year at Rennes, where he was a councilman. The rest of the time he spent with his family ... Read More
A Biography of Pythagoras the Greek Philosopher and Mathematician (598 words, 1 pages)
PythagorasPythagoras was born around 569 B.C. in Samos, Ionia, and died around 475 B.C. Pythagoras was a Greek philosopher, and mathematician. Pythagoras also developed the Pythagorean brotherhood. This was religious in nature, however it formulated principals that influenced the thoughts of Plato and Aristotle, and contributed to the development of ... Read More
An Argument in Favor of Teaching Students Critical Thinking and Problem Solving in Mathematics (964 words, 2 pages)
Promoting critical thinking and problem solving in mathematics education is crucial in the development of successful students. Critical thinking and problem solving go hand in hand. In order for students to learn mathematics through problem solving, they must also learn how to think critically. Critical thinking has not been at ... Read More
A Biography of the Early Life and Education of European Mathematician Fibonacci (2161 words, 3 pages)
Fibonacci born in 1175 AD, one of the greatest European mathematicians was born. His birth name was Leonardo Pisano. Pisano is Italian for the city of Pisa, which is where Leonardo was born. Leonardo wanted to carry his family name so he called himself Fibonacci, which is pronounced fib-on-arch-ee. Guglielmo ... Read More
The Life of George Dantzig and His Simplex Methods (1698 words, 2 pages)
George Dantzig was born on August 14, 1914. He studied mathematics at the University of Maryland, receiving his A.B. in 1936. He received an M.A. in mathematics from the University of Michigan in 1937. Dantzig worked as a Junior Statistician in the U.S. Bureau of Labor Statistics from 1937 to ... Read More
An Analysis of the Topic of the Positional Number Systems Throughout the History (636 words, 3 pages)
Positional Number SystemsThroughout history, a variety of number systems have been used to help many civilizations understand different numbers no matter what base is being used. Early civilizations used to count with their fingers and as times and knowledge progressed civilizations started to use grouping systems, multiplicative grouping systems, and ... Read More
An Analysis of the Factors Affecting Children's Learning Prowess in Geometry (2031 words, 11 pages)
This literature review will focus on the eminent and recent literature which examines the usefulness of the Van Hiele Model in assessing childrens geometrical ability and theories of how children learn Geometry.Piaget (1953 1960 1967) suggests that a childs initial geometrical discoveries are topological that they can recognise the boundary ... Read More
Understanding the Concept Behind the 2-3-4 Trees and Its Comparison to the AVL Trees (888 words, 8 pages)
Introduction, Motivation, and Relate WorkA 2-3-4 Tree is a self-balancing data structure with 2, 3, or 4 child nodes. A 2-node has 1 key and 2 children. A 3-node has 2 keys and 3 children. A 4-node has 3 keys and 4 children. Internal nodes at most have 4 children, ... Read More
A Comparison Between Math and Chess (896 words, 3 pages)
Mathematics is a term discussed to be one of the most important ways of knowing for humans. Yet this learning can be compared to many different things art, paintings, music, literature, yet also a game. Mathematics can be described as similar to a game because they have many fundamentally similar ... Read More
A Brief Introduction to the Life and Works of Leonhard Euler, a Swiss Mathematician and Physicist Who Largely Contributed to Calculus and Trigonometry (913 words, 4 pages)
Leonhard EulerWhat mathematician contributed most to Calculus and Trigonometry? This is one of the most debatable questions of the centuries. Some might say Pythagoras contributed the most based on his famous formula, the Pythagorean Theory. While others argue that Plato is the most important mathematician based on his contributions to ... Read More
The Methods Used for Establishing a Correlation Between Variables and Examples (462 words, 2 pages)
Correlation as a measure of association refers to a research method that involves doing tests to establish whether a relationship exists between two variables. This method specifies the strength of the association and whether it is a direct or inverse relationship. This summary discusses the various methods of establishing a ... Read More
The Use of Mathematics to Successfully Model Real World Processes (1282 words, 5 pages)
We can use mathematics to successfully model real world processes. Is this because we create mathematics to mirror the world or because the world is intrinsically mathematical?Mathematics is defined as the organization of reason and ideas. In the prompt, the expression real world incorporates the universe rather than the physical ... Read More
An Investigation to Predict the Future of the Olympic High Jump Through the Use of Mathematical Models (2686 words, 15 pages)
In an effort to understand the present and subsequently make educated guesses about the future, we are continually asked to observe, take measurements, analyze results, and find patterns. Since the age of five, I have been a Track and Field athlete. My favorite event has always been the high jump ... Read More
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