Vergeet vooral niet de ritssluiting te openen en veel zal geopenbaard worden.
dinsdag 24 april 2012
Unzip
Google heeft wel meer leuke afbeeldinkjes als de we standaard zoekpagina openen. Zo is er een aparte pagina met kerstmis, 'thansksgiving' en zo vele meer. Maar vandaag (24 april AD 2012) hebben ze het wat mij betreft nog aparter gemaakt:
![](data:image/png;base64,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)
Vergeet vooral niet de ritssluiting te openen en veel zal geopenbaard worden.
Vergeet vooral niet de ritssluiting te openen en veel zal geopenbaard worden.
vrijdag 20 april 2012
Het brein in kaart
Sinds enkele maanden worden bij ons op de hogeschool instructies gegeven in het maken van mindmaps. Daarvoor gebruiken we standaard het programma Mindmanager van Mindjet. Een heel aardig programma met een tamelijk lage leercurve en veel mogelijkheden. Om die te vinden heb je echter substantieel meer tijd nodig. Maar een begin is snel gemaakt en het ontdekken van de rest kan voor studenten eigenlijk alleen maar leuk zijn. Belangrijk bij het maken van een mindmap is in mijn ogen vooral het conceptualiseren van kennis. Natuurlijk weer een veel te moeilijk woord. Ik zal dus maar een beetje gaan verzinken in de theorie achter mindmaps. Het is uitgevonden door Tony Buzan. Het is niet een idee dat uit de lucht is komen vallen. Verwante concepten werden bijvoorbeeld bedacht door Joseph Novak en vele eeuwen daarvoor werd al nagedacht over het visueel weergeven van gedachten. De oudste vorm die ik ken is de boom van Porphyrius.
Anthony D'Antoni stelt in zijn proefschrift Relationship between the mind map learning strategy and critical thinking in medical students:
I rest my case.
Een concept dat om de hoek komt kijken als we het hebben over mindmaps, is het verhaal over de linker- en de rechterhelft van onze hersenen. Hierover bestaat de nodige scepsis. Zie bijvoorbeeld de weblog van Occam's Donkey en het artikel Left brain/right brain mythology and implications for management and training van Terence Hines. Een ander geluid vinden we bijvoorbeeld in dit artikel van Vivian Leung. Maar uiteindelijk gaat het er bij mindmaps niet over of linker- en rechterhelften worden geactiveerd, maar dat hersenen worden geactiveerd. Daar is wel onderzoek naar gedaan. Zoals bij veel empirisch onderzoek komen daar de nodige mitsen en maren en de noodzaak van vervolgonderzoek bij kijken, maar de tendens is dat mindmaps bij het leren zeer goede diensten kunnen bewijzen. Zo stellen Issam Abi-El-Mona van de Rowan Universiteit en Fouad Adb-El-Khalick van de Universiteit van Illionois in het tijdschrift School Science and Mathematics:
Compared to students who did not use mind mapping, participants in the experimental group achieved statistically significant gains on all target categories (conceptual understanding and practical reasoning)
and levels (basic, proficient, and advanced) of achievement. Moreover, the observed gains were not only statistically significant, but practically significant
as well.
Anthony D'Antoni stelt in zijn proefschrift Relationship between the mind map learning strategy and critical thinking in medical students:
Mind maps have historically been underutilized in medical education andOok een studie van Dhindsa, Kasim en Anderson geeft aan dat studenten baat kunnen hebben bij een 'constructivistisch-visuele mind map'.
their usefulness as a learning tool for medical students has not been firmly
established. This study demonstrated that mind mapping results in a similar gain
of short-term, domain-based knowledge and critical thinking compared to
standard note-taking after a single mind map session.
I rest my case.
donderdag 5 april 2012
Tablet
Rondom mij heen zijn nu heel wat collega's aan de gang met tablet-pc's. Binnen vele organisaties wordt bijvoorbeeld een IPad beschouwt als het panacee voor alle communicatie-, informatie- en productieproblemen. Dat roept allerlei vragen op. Natuurlijk is zo'n apparaat heel aardig speelgoed. En als je even de crux doorhebt dan is het zeker een bijzonder ding. Maar het is natuurlijk niet nieuw. Zonder dat ik wil teruggaan naar de tijd van Mozes (die had er twee) of de oude Romeinen (die hadden er twaalf) zal ik even terugblikken. Om precies te zijn naar de jaren zestig van de twintigste eeuw. Vooral in het kader van ARPA zijn toen veel belangrijke dingen begonnen. Het is wat betreft uitvindingen op computergebied een tweede gouden periode. Een van de personen die toen actief was is Alan Kay. Hij en zijn team introduceerden het idee van de Dynabook, een compacte en zeer veelzijdige computer. Volgens een artikel van Kay uit 1972 was deze personal computer bedoelt om het leren van kinderen te ondersteunen. In dit kader werkten hij en zijn team ook onder meer aan objectgeorienteerd programmeren (Smalltalk) en aan een grafische gebruikersomgeving en het is leuk om kinderen dingen te zien doen waarvan de meeste volwassenen indertijd niet wisten dat ze konden.
De meeste pc’s van nu zijn aardig ver met de meeste functies die Kay voor ogen stonden. Maar zijn de tablets dat ook? Ik betwijfel het. We zien soms spectaculaire dingen, maar het is voorlopig nog geen apparaat dat qua veelzijdigheid met een goede laptop of pc kan wedijveren. In de Duitse versie van C't Magazin konden we eerder dit jaar een vergelijking vinden van de mogelijkheden van tablets, Netbooks en Ultrabooks. Van alle drie was absoluut iets positiefs te zeggen. Tablets zijn over het algemeen bijzonder snel, Ultrabooks zijn zeer veelzijdig en Netbooks kunnen ook behoorlijk wat en zijn ook nog relatief goedkoop. Als ik dit tegen elkaar afweeg dan verwonder ik me. Waarom gaat iedereen aan de IPad (c.s.)? Het zal wel zijn om een fundamenteel mensenrecht uit te oefenen: 'the right to play'. Dat zal ik niemand betwisten.
maandag 2 april 2012
Maand van de filosofie
April: het is weer de maand van de filosofie. Maar de hele ochtend lang zit ik met de vraag of je al filosoferend scoort of buitenspel staat...
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