Difference between revisions of "IMAGES"
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<div class="col-md-3"><h2>Introducing <em>ideograms</em></h2></div> | <div class="col-md-3"><h2>Introducing <em>ideograms</em></h2></div> | ||
| − | <div class="col-md-7"><h3>Not all images are worth | + | <div class="col-md-7"><h3>Not all images are worth one thousand words</h3> |
<p>But the [[ideograms]] are! They play a similar role in [[knowledge federation]] as mathematical formulas do in traditional science. An ideogram can condense a wealth of insights and many pages of text into an image whose message can be recognized at a glance. Recall the Newton's formula, or Einstein's ubiquitous E=mc² – those too are ideograms! But the possibilities behind the ideographic approach are endless, and they vastly surpass the conventional maths.</p> | <p>But the [[ideograms]] are! They play a similar role in [[knowledge federation]] as mathematical formulas do in traditional science. An ideogram can condense a wealth of insights and many pages of text into an image whose message can be recognized at a glance. Recall the Newton's formula, or Einstein's ubiquitous E=mc² – those too are ideograms! But the possibilities behind the ideographic approach are endless, and they vastly surpass the conventional maths.</p> | ||
<p>They a also surpass ''our'' illustrations – and are yet to be developed through creative use of new media.</p></div> | <p>They a also surpass ''our'' illustrations – and are yet to be developed through creative use of new media.</p></div> | ||
Revision as of 12:01, 6 August 2018
Contents
Federation through Images
Introducing ideograms
Not all images are worth one thousand words
But the ideograms are! They play a similar role in knowledge federation as mathematical formulas do in traditional science. An ideogram can condense a wealth of insights and many pages of text into an image whose message can be recognized at a glance. Recall the Newton's formula, or Einstein's ubiquitous E=mc² – those too are ideograms! But the possibilities behind the ideographic approach are endless, and they vastly surpass the conventional maths.
They a also surpass our illustrations – and are yet to be developed through creative use of new media.
Introducing a new approach to knowledge
