Update 11/06/06 

Phil 305/505

Syllabus 1.1

Fall 2006

Majors of students enrolled in Phil 305

Short cut rules for GSD+

Date

 

Topic

Reading

Aug

28

Introduction

 
 

30

Syntax of SL

2.4

Sept

1

Truth, interpretations & logical truth

3.1-2

    Graded Hwk #1  

4

LABOR DAY

 

 

6

Entailment

3.5 and 3.3
Entailment homework
(Entailment answers )

Sept

8

Recursive Proof

Handout B
Lecture notes on examples of Recursive Proof
BIIP

Graded Hwk #2

 

11

Equivalence, contraries and contradictories

3.6 and Handout A
Contraries Homework
Answers

  13

More entailment and recursive proof

 
 

15

Disjunctive Normal Form

Handout C

       
   

FIRST EXAMINATION

all of the above

       
 

18

Syntax of PL

7.1-4

 

20

More syntax of PL/Some semantics for PL

7.5

 

22

Semantics for PL

8.1, 8.2

    Graded Hwk #3 Ungraded Homework Answers
 

25

Formal semantics for PL

8.7

 

27

Quantificational truth

8.2, 8.3

 

29

Contraries

Graded Hwk #4

Oct

2

Begin Translations

2.1-3, 7.7

  4 Translations 7.8
 

6

More translations

7.8

 

    SECOND EXAMINATION all of the above
   


  9

Dragnet theorem and applications

Handout D

 

11

More truth, entailment, etc.

Ungraded Dragnet Homework

 

13

SD Derivations Handout E
    Graded Hwk #5 (due Wednesday 10/18)  
 

16

FALL BREAK

 
 

18

SD derivations / Begin SD+ derivations

Handout E and 10.1 - 10.3

 

20

SD+ derivations / Begin PD derivations

Handout E and 10.4 - 10.5

 

Graded Hwk #6

  23 More derivations 10.4 - 10.5
 

25

Still more derivations

10.4 - 10.5

 

27

Even more derivations

10.4 - 10.5

       
   

THIRD EXAMINATION

all of the above

       
 

30

Soundness of SD and PD, Replacement and Soundness of SD+ and PD+

Handout F, 11.2
Some notes on the soundness proof

Nov

1

Completeness of SD

Handout G

3

Many Valued Logics

Handout H Handout H answers

    Graded Hwk #7  
 

6

Prenex Normal Form

Handout I

 

8

Completeness method

Handout J

 

10

Completeness models

Handout J
    Graded Hwk #8  
 

13

More Completeness

Handout J

 

15

Lowenheim-Skolem theorem &
decision methods

Handout K

 

17

Review of The Method, etc.

   

FOURTH EXAMINATION

all of the above

       
 

20

Syntax of PLE

8.6-7

 

22

PLE translations

 

24

THANKSGIVING BREAK

 
    Graded Hwk #9  
 

27

PDE derivations

10.6

 

29

Syntax & semantics of modal logic

Handout L

Dec

1

Modal derivations

Handout L

   

Graded Hwk #10

 

Dec

4

Course review and glimpses beyond

 
   

FIFTH EXAMINATION

all of the above

 

6

Hand in Fifth Exam

 
 

8

Exam returned & preview of OPTIONAL Final

 

There will be five take-home examinations during the semester which will count 20% each.

The Final is a comprehensive optional take-home and will count a third if you choose to take it.

Homework is OPTIONAL and mostly is not graded, but it is very strongly recommended that you do appropriate amounts. There will be ten assignments which will be graded and worth 10 points each. If your cumulative grade on those assignments is greater than your lowest exam score, we will substitute the graded homework score for that exam.

  Any student with a documented disability needing academic adjustments or accommodations is requested to speak with me during the first two weeks of class. All discussions will remain confidential. Students with disabilities should also contact Disability Support Services in the Ley Student Center.

Office Hours: MWF 1:30-2:30, and by appointment. Office: Humanities 206

eOffice Hours: Tues and Thurs 10-11 pm rgrandy@ruf.rice.edu

Direct phone x2720 Secretary x4994

TA Jonathan Abdalla abdalla@rice.edu

Review sessions 12-12:50 every Friday Huma 227

 On exam weeks, there will be a second review session  Friday 4:10-??? in the same location

 

 

Numbers, e.g. 6.9, refer to chapters and sections of The Logic Book. Letters refer to handouts available on the course webpage.