'Mathematicians' presentation slideshows

Recursion

Recursion. Chapter 5. Chapter Objectives. To understand how to think recursively To learn how to trace a recursive method To learn how to write recursive algorithms and methods for searching arrays To learn about recursive data structures and recursive methods for a LinkedList class

591 views • 37 slides

Public Key Cryptography

Public Key Cryptography. Tim van der Horst & Kent Seamons. Last Updated: Aug 27, 2013. Asymmetric Encryption. Why Public Key Crypto is Cool. Has a linear solution to the key distribution problem Symmetric crypto has an exponential solution

391 views • 30 slides

Simple and Unbreakable: The Mathematics of Internet Security

Simple and Unbreakable: The Mathematics of Internet Security. Dr. Monica Nevins Department of Mathematics and Statistics University of Ottawa. University of Ottawa Day, 2007. Cryptography ca. 50 BC. Example: VENI, VIDI, VICI Becomes: YHQL, YLGL, YLFL.

336 views • 21 slides

Perspective in Art

Perspective in Art. Why study Perspective in Art?. Increase knowledge of parallel lines Introduce the concept of convergence Gain a historical perspective of the connection between Renaissance Artists and Mathematicians Learn about the interconnectedness between math and other disciplines.

483 views • 21 slides

Functional Skills

Functional Skills. Code Breaking. LO: Use logic and frequency analysis to read and write in code. LO: Use logic and frequency analysis to read and write in code. Codes appear for many reasons. They are usually used to hide information. One of the biggest places for codes is on the internet.

321 views • 17 slides

6 Thinking Strategies Literacy Inservice March 2005

6 Thinking Strategies Literacy Inservice March 2005. Determining Important Ideas. SUMMARIZING. IS TAKING LARGER SELECTIONS OF TEXT AND REDUCING THEM TO THEIR BARE ESSENTIALS: . THE GIST. KEY IDEAS. MAIN POINTS THAT ARE WORTH NOTING AND REMEMBERING.

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Similar Triangles II

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Mathematics Notes

Mathematics Notes. ToK. Introduction. Certainty Search for abstract patterns Useful, practical Mathematical literacy essential to a successful career in any branch of science

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Archimedes The father of experimental science

Archimedes The father of experimental science. The Early Years. Archimedes was born around 287 B.C. in Syracuse, a town in the Greek colony of Sicily. His father was the astronomer Phidias.

613 views • 11 slides

Implicit Functions

Implicit Functions. The equation y = mx + b is an explicit function y is considered the dependent variable x is the independent variable The equation f( x , y , m , b ) = 0 is an implicit function

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marsigit-s-idea-about-the-scheme-of-the-wark-of-the-historia

historian of mathematic

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sejarah matematika

marsigit's idea

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marsigit's idea about schema

marsigi's idea about schema of the work of the historian of matematics

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marsigit's idea about schema

marsigit's idea about schema of the work of the historian of matematics

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sejarah matematika 2

marsigit's idea

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My culture

Like this

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marsigit's idea about schema

marsigit's idea about schema of the work of the historian of mathematics

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sejrah mat

marsigit idea

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sejrah mat

M5T55

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History of polygons

History of polygons.

325 views • 1 slides