gibson:teaching:fall-2016:math753:hw1
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gibson:teaching:fall-2016:math753:hw1 [2016/09/15 08:07] gibson [update to HW1, 9/15/2016] |
gibson:teaching:fall-2016:math753:hw1 [2016/09/15 08:07] (current) gibson |
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| Once you have those rounded numbers, how many significant digits will survive in the floating=point computations $x+y$, $x-y$, etc.? If you can't figure this out, go ahead and do the computations in 64 bits and see if you can explain the answers you get. | Once you have those rounded numbers, how many significant digits will survive in the floating=point computations $x+y$, $x-y$, etc.? If you can't figure this out, go ahead and do the computations in 64 bits and see if you can explain the answers you get. | ||
| - | If you want to compare the 64-bit calculations to something more accurate, use Julia's 256-bit ''BigFloat'' type. There are two ways to get ''BigFloat''s | + | If you want to compare the 64-bit calculations to something more accurate, use Julia's 256-bit ''BigFloat'' type. There are two ways to get a ''BigFloat''. |
| <code> | <code> | ||
gibson/teaching/fall-2016/math753/hw1.1473952048.txt.gz · Last modified: 2016/09/15 08:07 by gibson
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