Moon's day | Woden' s day | Frigga's day |
---|
|
|
Aug 30 |
Set operations; visual verification. 1.(3-5) Slides |
Pg 12: 1.3.(11-14, 16) Pg 16: 1.4.(1-6, 19) Pg 20: 1.5.(8-11) Read 1.6-9 Optional: Video for section 1.6
|
|
|
Sept 4 |
Intro to ML; cardinality and Cartesian products. 1.(6-9) Slides |
Pg 26: 1.6.(1-5) Pg 32: 1.8.(1, 4, 5) Note that the ML problems should be submitted on paper with the rest of the assignment. Skim 1.(10&11)
|
|
Sept 6 |
Finishing Cartesian products; making things in ML. 1.(10-11) Code from class |
Pg 36: 1.9.(3, 4, 8, 9, 10, 13, 15) Pg 40: 1.10.(1-4) Skim 1.(11&12)
|
|
Sept 9 |
Functions in ML. 1.(11-13) Code from class |
Pg 48: 1.11.(4, 6, 8, 10) Pg 50-51: 1.12.(3, 5, 8) Read 2.1 Skim 2.2
|
|
Sept 11 |
List. Introduction to lists. 2.(1 & 2) Code from class |
Pg 70: 2.1.(2-4, 7) Pg 74: 2.2.(2, 3, 8, 9) Skim 2.3 Read 2.4
|
|
Sept 13 |
More about lists; powersets. 2.(3 & 4) Code from class |
Pg 74: 2.2.(11, 13, 15) Pg 82: 2.4.(8-12, 14 & 15) Read carefully 2.5 Skim 2.6
|
|
Sept 16 |
A language processor. 2.(5 & 6) Code from class |
Pg 91: 2.B Read carefully 3.(1&2) Read 3.(3 & 4)
|
|
Sept 18 |
Proposition. Propositional forms; boolean values; logical equivalence. 3.(1-4) Slide Code from class |
Pg 102: 3.3.(5 & 6) Pg 105: 3.4.(2, 4, 8-12) Read 3.(5-7)
|
|
Sept 20 |
Conditionals. 3.(5-7) Slides Code from class |
Pg 108: Ex 3.5.(1 & 2) Pg 115: Ex 3.7.(1 & 2, 7-9, 12 & 13) Read 3.(8 & 9)
|
|
Sept 23 |
Arguments. 3.(8 & 9) Slides |
Pg 119: 3.8.(3 & 5) Pg 122: 3.9.(3-7) Read carefully 3.(10 & 11) Skim 3.(12 & 13)
|
|
Sept 25 |
Predicates; quantification. 3.(10-13) Code from class |
Pg 133: 3.12.(1 & 2) Pg 135: 3.13.(4 & 5) Read 3.14
|
|
Sept 27 |
Quantification and arguments. 3.14 Slides |
Pg 139: 3.14.(6-9)
|
|
|
|
|
Oct 7 |
Set equality proofs; set emptiness proofs. 4.(3 & 4) |
Pg 160: 4.3.(3, 14, 15, 18). Pg 161: 4.4.(5, 6) Read 4.(5-8)
|
|
Oct 9 |
Conditional proofs. 4.(5-8) |
Pg 162: 4.5.(1, 4, 5) Pg 164: 4.6.(2, 5) Pg 165
: 4.7.(1, 6) Review 2.4, especially Ex 2.
4.15 Skim 4.9
|
|
Oct 11 |
Powersets. 4.9 Slides |
Pg 174: 4.9.(1, 3, 4, 6) Skim 4.(10 & 11)
|
|
Oct 14 |
From theorems to algorithms. 4.(10 & 11) Code from class |
Pg 177: 4.10.(3, 4, 6) Read carefully 5.1 Read 5.(2 & 3)
|
|
|
Oct 18 |
Properties of relations. 5.4 |
Pg 208: 5.4.(3-5, 22, 24, 25, 26). Due Oct 25 Read 5.5
|
|
|
Oct 23 |
Work more on properties of relations |
|
|
Oct 25 |
Equivalence relations 5.5 |
Pg 212: 5.5.(5, 7, 9, 10) Read 5.(6 & 7)
|
|
Oct 28 |
Transitive closure. 5.(6 & 7) Code from class |
Pg 217: 5.6.(1,3) Pg 222:5.7.(3, 4, 5)
|
|
|
|
|
Nov 6 |
Structural induction. 6.4 |
Pg 268: 6.4.(3, 4, 6, 7) Skim 6.(5 & 6)
|
|
Nov 8 |
Mathematical induction. 6.(5 & 6) |
Pg 273: 6.5.2&4 Pg 278: 6.6. (2 & 3) Read 6.9 carefully Skim 6.10
|
|
Nov 11 |
Loop invariants. 6.(9 & 10) |
Pg 306: 6.10.(2-5). Due 11/15
|
|
Nov 13 |
More on loop invariants. 6.(10-11) Code from class |
Read 7 intro and 7.1 carefully Read 7.2 Skim 7.3
|
|
|
Nov 18 |
Images and inverse images. 7.(4 & 5) |
Pg 342: 7.4.(2, 5, 8, 9, 10) Read 7.(6-8)
|
|
Nov 20 |
Function properties; inverse functions; composition. 7.(5-8) |
Pg 346: 7.6.(2, 3, 6) Pg 351: 7.8.(1, 5, 6) Skim 7.9
|
|
Nov 22 |
Cardinality. 7.9 Slides |
Pg 359: 7.9.(1 & 2)
|
|
Nov 25 |
No-credit quiz. Countability. 7.15 Slides |
|
|
|
|
|
|
|
Dec 9 |
Partial order relations, posets, and topological sorts. 5.(8 & 9) Slides |
Pg 226: 5.8.(1-5) Pg 231 5.9.(1 & 8) Skim 6.12
|
|
|
|