Difference between revisions of "Nonlinear Mathematics"
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| − | {{TechInfoBox|desc=Harness Chaos Theory for new kinds of weaponry|military=4|tech=3|infra=0|colonize=0|preq=Physic|preq2=InfNet|enables=String|weapon=[[Particle Impactor]]|quote=There are two kinds of scientific progress: the methodical experimentation and categorization which gradually extend the boundaries of knowledge, and the revolutionary leap of genius which redefines and transcends those boundaries. Acknowledging our debt to the former, we yearn nonetheless for the latter. | + | {{TechInfoBox|desc=Harness Chaos Theory for new kinds of weaponry|military=4|tech=3|infra=0|colonize=0|preq=Physic|preq2=InfNet|enables=String|weapon=[[Particle Impactor]]|quote=There are two kinds of scientific progress: the methodical<br /> |
| − | ::: | + | experimentation and categorization which gradually extend the<br /> |
| − | ::: | + | boundaries of knowledge, and the revolutionary leap of genius<br /> |
| + | which redefines and transcends those boundaries. Acknowledging<br /> | ||
| + | our debt to the former, we yearn nonetheless for the latter.<br /> | ||
| + | <br /> | ||
| + | :::—Academician Prokhor Zakharov,<br /> | ||
| + | ::: “Address to the Faculty”}} | ||
By using the power of [[Information Networks]] to speed calculations and encourage collaborations, researchers make giant strides in the field of [[Nonlinear Mathematics]], with significant military applications. | By using the power of [[Information Networks]] to speed calculations and encourage collaborations, researchers make giant strides in the field of [[Nonlinear Mathematics]], with significant military applications. | ||
Revision as of 06:47, 13 March 2013
| Nonlinear Mathematics | |
|---|---|
| Requires | Applied Physics, Information Networks |
| Leads to | Superstring Theory |
| Weapon | Particle Impactor |
There are two kinds of scientific progress: the methodical
experimentation and categorization which gradually extend the
boundaries of knowledge, and the revolutionary leap of genius
which redefines and transcends those boundaries. Acknowledging
our debt to the former, we yearn nonetheless for the latter.
- —Academician Prokhor Zakharov,
- “Address to the Faculty”
- —Academician Prokhor Zakharov,
By using the power of Information Networks to speed calculations and encourage collaborations, researchers make giant strides in the field of Nonlinear Mathematics, with significant military applications.
