ZINOVY REICHSTEIN, University of british Columbia From Tschirnhaus transformations to essential dimension I will discuss the classical problem of simplifying polynomials in one variable by Tschirnhaus transformations and

Source URL: cms.math.ca

LOWER BOUNDS FOR ESSENTIAL DIMENSIONS IN CHARACTERISTIC 2 VIA ORTHOGONAL REPRESENTATIONS A. BABIC AND V. CHERNOUSOV Abstract. We give a lower bound for the essential dimension of a split simple algebraic group of “adjo

Source URL: www.math.uni-bielefeld.de

• Mathematics
• Orthogonal group
• Essential dimension
• Representation theory
• Field extension
• Clifford algebra
• Approximately finite dimensional C*-algebra
• Algebra
• Abstract algebra
• Quadratic forms

UNRAMIFIED DEGREE THREE INVARIANTS OF REDUCTIVE GROUPS A. MERKURJEV Abstract. We prove that if G is a reductive group over an algebraically closed field F , then for a prime integer p 6= char(F ), the group of unramified

Source URL: www.math.uni-bielefeld.de

• Group theory
• Class field theory
• Galois module
• Galois theory
• Group homomorphism
• Representation theory
• Étale morphism
• Essential dimension
• Gelfand pair
• Abstract algebra
• Algebra
• Algebraic number theory

National Dropout Prevention Center for Students with Disabilities (NDPC-SD) “Engaging Students with School: The Essential Dimension of Dropout Prevention Programs” Dr. Sandra L. Christenson January 22, 2008

Source URL: www.ndpc-sd.org

• Students
• Counterculture
• Dropping out
• Human behavior

National Dropout Prevention Center for Students with Disabilities (NDPC-SD) “Engaging Students with School: The Essential Dimension of Dropout Prevention Programs” Dr. Sandra L. Christenson January 22, 2008

Source URL: www.ndpc-sd.org

• Dropping out
• Human behavior
• High school
• Knowledge
• Education
• Students
• Counterculture

Engaging Students with School: The Essential Dimension of Dropout Prevention Programs National Dropout Prevention Center for Students with Disabilities

Source URL: www.ndpc-sd.org

• Disability
• Education theory
• Student engagement
• Motivation
• Special education
• Education
• Youth
• Educational psychology

MOVING MOUNT SPOKANE Enduring Understanding: Develop a better understanding of how the change in a linear dimension will affect the volume of a figure. Essential Questions:

Source URL: www.k12.wa.us

• Spokane
• Washington
• Conveyor belt
• Conveyor system
• Volume
• Mechanical engineering
• Materials handling
• Technology
• Engineering

MOVING MOUNT SPOKANE Enduring Understanding: Develop a better understanding of how the change in a linear dimension will affect the volume of a figure. Essential Questions:

Source URL: www.k12.wa.us

• Engineering
• Conveyor belt
• Volume
• Conveyor system
• Mount Spokane
• Mechanical engineering
• Materials handling
• Technology
• Spokane
• Washington

GREENHOUSE Enduring Understanding: Develop a better understanding of how a change in one linear dimension affects perimeter, area and volume and how changes in two linear dimensions affect perimeter. Essential Questions

Source URL: www.k12.wa.us

• Rectangle
• Framing
• Perimeter
• Greenhouse
• Pi
• Volume
• Geometry
• Mathematical analysis
• Area

ESSENTIAL DIMENSION OF ALBERT ALGEBRAS MARK L. MACDONALD Abstract. This paper shows that the number of independent parameters required to describe an Albert algebra up to isomorphism is at most 7. In other words, the ess

Source URL: www.math.uni-bielefeld.de

• Lie algebras
• Weight
• G2
• Representation theory
• Octonion algebra
• Essential dimension
• Jordan algebra
• E8
• Non-associative algebra
• Abstract algebra
• Lie groups
• Algebra