'Conjectures' presentation slideshows

Proving Statements in Geometry

Proving Statements in Geometry. Eleanor Roosevelt High School Geometry Mr. Chin-Sung Lin. ERHS Math Geometry. Inductive Reasoning. Mr. Chin-Sung Lin. ERHS Math Geometry. Describe and sketch the fourth figure in the pattern:. Visual Pattern. ?. Fig. 1. Fig. 2. Fig. 3. Fig. 4.

1.51k views • 135 slides

Dynamical Systems Model of the Simple Genetic Algorithm

838 views • 67 slides

Automated Discovery in Pure Mathematics

Automated Discovery in Pure Mathematics. Simon Colton Universities of Edinburgh and York. Overview of Talk. Some example discoveries ATP, CSP, CAS, ad-hoc methods The HR system Automated theory formation Overview of applications Application to mathematical discovery

396 views • 25 slides

Edinburgh and Calculemus

336 views • 22 slides

Harry Potter Vocabulary

876 views • 21 slides

Making Conjectures About Maple Functions

Making Conjectures About Maple Functions. Simon Colton Universities of Edinburgh & York. Computation, Invention & Deduction. Perform calculations (CAS) Find conjectures (ML) Prove theorems (ATP) Paul Zeitz, Hungarian maths contest k = n(n+1)(n+2)(n+3), k is never a square

267 views • 17 slides

Inductive Reasoning

Inductive Reasoning. Inductive Reasoning. The process of observing data, recognizing patterns and making generalizations about those patterns. Conjectures. A statement you believe is true but is unproven.

473 views • 15 slides

Inductive Reasoning

Inductive Reasoning. Inductive Reasoning. The process of observing data, recognizing patterns and making generalizations about those patterns. Conjectures. A statement you believe is true but is unproven.

391 views • 15 slides

The HR Program for Theorem Generation

The HR Program for Theorem Generation. Simon Colton Mathematical Reasoning Group University of Edinburgh. Overview. Start with the axioms of a domain Produce 100s of theorems about domain How do we do this? Why do we do this?. The HR Program. Machine learning Java program

209 views • 13 slides

Conjectures/Justification

Conjectures/Justification. Session 5. Outcomes for Conjectures/Justifications. When you want the students to take informal knowledge and make it formal. Proof that it will always work It is truly based on mathematical rules. Big Ideas about Conjectures. Read individually

136 views • 12 slides

Circle Geometry

259 views • 10 slides

189 views • 9 slides

Circle Geometry

199 views • 6 slides

GBK Geometry

129 views • 6 slides