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ActiMath Tim Neijens – Annemie Vermeyen Introduction Project details Objectives Approach Further Research Contact Information ActiMath Improving Starting Level in Math Tim Neijens – Annemie Vermeyen Scientix 2011 May 7th, 2011

Tim Neijens - ActiMath

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Page 1: Tim Neijens - ActiMath

ActiMath

Tim Neijens –AnnemieVermeyen

Introduction

Project details

Objectives

Approach

FurtherResearch

ContactInformation

ActiMathImproving Starting Level in Math

Tim Neijens – Annemie Vermeyen

Scientix 2011

May 7th, 2011

Page 2: Tim Neijens - ActiMath

ActiMath

Tim Neijens –AnnemieVermeyen

Introduction

Project details

Objectives

Approach

FurtherResearch

ContactInformation

Introduction

Common

"What is a derivative again?"’

Page 3: Tim Neijens - ActiMath

ActiMath

Tim Neijens –AnnemieVermeyen

Introduction

Project details

Objectives

Approach

FurtherResearch

ContactInformation

Introduction

Common

"What is a derivative again?"’

Annoying

√a2 + 4 = a + 2

Page 4: Tim Neijens - ActiMath

ActiMath

Tim Neijens –AnnemieVermeyen

Introduction

Project details

Objectives

Approach

FurtherResearch

ContactInformation

Introduction

Common

"What is a derivative again?"’

Annoying

√a2 + 4 = a + 2

Frustrating (Desperation?)

12+

23=

35

Page 5: Tim Neijens - ActiMath

ActiMath

Tim Neijens –AnnemieVermeyen

Introduction

Project details

Objectives

Approach

FurtherResearch

ContactInformation

Project details

OOF-project funded by Association K.U.LeuvenStart: January 2011End: December 2012

Page 6: Tim Neijens - ActiMath

ActiMath

Tim Neijens –AnnemieVermeyen

Introduction

Project details

Objectives

Approach

FurtherResearch

ContactInformation

Participating institutions

Page 7: Tim Neijens - ActiMath

ActiMath

Tim Neijens –AnnemieVermeyen

Introduction

Project details

Objectives

Approach

FurtherResearch

ContactInformation

Objectives

Construct a universal mathematics course, adaptive incontent

Chosen field of studyStarting levelStudent and teacher preferences

Stimulate cooperation between colleges anduniversitiesImprove students’ results and starting level

Page 8: Tim Neijens - ActiMath

ActiMath

Tim Neijens –AnnemieVermeyen

Introduction

Project details

Objectives

Approach

FurtherResearch

ContactInformation

Objectives

Construct a universal mathematics course, adaptive incontent

Chosen field of studyStarting levelStudent and teacher preferences

Stimulate cooperation between colleges anduniversitiesImprove students’ results and starting level

Page 9: Tim Neijens - ActiMath

ActiMath

Tim Neijens –AnnemieVermeyen

Introduction

Project details

Objectives

Approach

FurtherResearch

ContactInformation

Objectives

Construct a universal mathematics course, adaptive incontent

Chosen field of studyStarting levelStudent and teacher preferences

Stimulate cooperation between colleges anduniversitiesImprove students’ results and starting level

Page 10: Tim Neijens - ActiMath

ActiMath

Tim Neijens –AnnemieVermeyen

Introduction

Project details

Objectives

ApproachPreparation

Implementation

Test Runs

FurtherResearch

ContactInformation

Preparation

Collecting course materialsFinding common contentCollecting information about current practice andexperiencesWhat do you want (and what can I offer)?

Page 11: Tim Neijens - ActiMath

ActiMath

Tim Neijens –AnnemieVermeyen

Introduction

Project details

Objectives

ApproachPreparation

Implementation

Test Runs

FurtherResearch

ContactInformation

Implementation

VLE or external websiteOnline assessmentChoice of learning scenarioEntrance test to determine starting levelDifficulty levels in content and exercisesGeogebraLaTeX

Page 12: Tim Neijens - ActiMath

ActiMath

Tim Neijens –AnnemieVermeyen

Introduction

Project details

Objectives

ApproachPreparation

Implementation

Test Runs

FurtherResearch

ContactInformation

Implementation

VLE or external websiteOnline assessmentChoice of learning scenarioEntrance test to determine starting levelDifficulty levels in content and exercisesGeogebraLaTeX

Page 13: Tim Neijens - ActiMath

ActiMath

Tim Neijens –AnnemieVermeyen

Introduction

Project details

Objectives

ApproachPreparation

Implementation

Test Runs

FurtherResearch

ContactInformation

Implementation

VLE or external websiteOnline assessmentChoice of learning scenarioEntrance test to determine starting levelDifficulty levels in content and exercisesGeogebraLaTeX

Page 14: Tim Neijens - ActiMath

ActiMath

Tim Neijens –AnnemieVermeyen

Introduction

Project details

Objectives

ApproachPreparation

Implementation

Test Runs

FurtherResearch

ContactInformation

Test Runs

September 2011 and 2012QuestionnairesTest results

Page 15: Tim Neijens - ActiMath

ActiMath

Tim Neijens –AnnemieVermeyen

Introduction

Project details

Objectives

Approach

FurtherResearch

ContactInformation

Further Research

Most preferred study method (grouped by subject)Cooperation leads to uniformization: re-evaluatingcurrent demands and goalsEntrance and final testOther subjects?Improving ActiMath through data

Page 16: Tim Neijens - ActiMath

ActiMath

Tim Neijens –AnnemieVermeyen

Introduction

Project details

Objectives

Approach

FurtherResearch

ContactInformation

Contact

Tim [email protected]

Annemie [email protected]