MIT6_042JS10_lec10

MIT6_042JS10_lec10 - Mathematics for Computer Science Some...

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2/26/10 1 Albert R Meyer, Feb. 26. 2010 Mathematics for Computer Science MIT 6.042J/18.062J Partial Orders & Scheduling 4F.1 Albert R Meyer, Feb. 26. 2010 18.01 ˠ 6.042 18.01 ˠ 18.02 18.01 ˠ 18.03 6.001 ˠ 6.034 6.042 ˠ 6.046 8.02 ˠ 6.002 18.03, 6.002 ˠ 6.004 6.001, 6.004 ˠ 6.033 6.033 ˠ 6.857 6.046 ˠ 6.840 4F.2 Some Course 6 Prerequisites Albert R Meyer, Feb. 26. 2010 subjects with no prereq’s d is a Freshman subject < nothing > d 4F.4 18.01 6.001 8.02 Albert R Meyer, Feb. 26. 2010 d is minim al : nothing else is smaller minimal elements c d . NOT ( cRd ) 4F.5 Albert R Meyer, Feb. 26. 2010 d is minim al : nothing else is smaller Minimal elements d is minim um : smaller than everything else c d. NOT (c d) 4F.7 Albert R Meyer, Feb. 26. 2010 18.01 ˠ 6.042 18.01 ˠ 18.02 18.01 ˠ 18.03 6.001 ˠ 6.034 6.042 ˠ 6.046 Constructing a Term Schedule 8.02 ˠ 6.002 18.03, 6.002 ˠ 6.004 6.001, 6.004 ˠ 6.033 6.033 ˠ 6.857 6.046 ˠ 6.840 identify minimal elements 4F.8
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2/26/10 2 Albert R Meyer, Feb. 26. 2010 18.01 6.001 8.02 Constructing a Term Schedule start schedule with them 4F.9 Albert R Meyer, Feb. 26. 2010 remove minimal elements Constructing a Term Schedule 18.01 ! 6.042 18.01 ! 18.02 18.01 ! 18.03 6.001 ! 6.034 6.042 ! 6.046 8.02 ! 6.002 18.03, 6.002 ! 6.004 6.001, 6.004 ! 6.033 6.046 ! 6.840 4F.10 Albert R Meyer, Feb. 26. 2010
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This note was uploaded on 05/27/2011 for the course CS 6.042J taught by Professor Prof.albertr.meyer during the Spring '11 term at MIT.

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MIT6_042JS10_lec10 - Mathematics for Computer Science Some...

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