cse 311 foundations of computing

Finite State Machines: Output and Minimization. Home This quarter, I took my favorite class so far. (25 points; 5+10+10) (a) Prove or disprove: 9x 2R+;8y 2R(y x !y2 2y). CSE 311: Foundations of Computing highlights Turing machine = Finite control + Recording Medium + Focus of attention Fall 2013 Lecture Primality Checking When brute forcing if the number n is prime, you only need to check possible factors up to √ n . Teaching Assistant, CSE 311: Foundations of Computing I (Discrete Math), with Kevin Zatloukal - Leading weekly section, designing course section material, hosting o ce hours and review sessions. 01/27. CSE 311 Foundations of Computing I. Lecture 25. Odds and Ends Prove that for any even integer, there exists an odd integer greater than that even integer. In Summer 2019, I was the instructor for CSE 373 (Data Structures and Algorithms for Non-majors) . View hw2.pdf from CSE 311 at University of Washington. Autumn 2012. 4 0 obj Portions of the CSE311 web may be reprinted or adapted for academic nonprofit purposes, providing the source is accurately quoted and duly creditied. Planned. Discrete math is the first course that students have to take within the department and it has always been known as a tough course because of the concepts. CSE 311: Foundations of Computing I Spring 2011 Final exam - with solutions 1. Your solution should be clear enough that it should explain to someone who does not already understand the answer why it works. 320 = 26 25, 450 = 2 3 652. gcd(320;450) = 2 5 and lcm(320;450) = 2 32 52. CSE 311: Foundations of Computing I Spring 2016 Homework 1 (due Friday, April 1) Directions: Write up carefully argued solutions to the following problems.To simplify grading distribution, we will ask you to turn in each problem separately on either Canvas or via our website. %PDF-1.3 This is our course website — cs.uw.edu/311. The CSE311 Web: © 1993-2021, Department of Computer Science and Engineering, Univerity of Washington. Foundations of Computing I CSE 311 Foundations of Computing II CSE 312 ... CSE 333 Teaching Assistant at Paul G. Allen School of Computer Science & Engineering /Filter /FlateDecode >> CSE 311 Foundations of Computing I is a Computer Science and Engineering course at UW taught by the following professor: Paul Beame. CSE 311: Foundations of Computing I Sample midterm - with solutions 1. CSE 311: Foundations of Computing Lecture 7: Logical Inference. CSE 311: Foundations Of Computing I Examines fundamentals of logic, set theory, induction, and algebraic structures with applications to computing; finite state machines; and limits of computability. << /ProcSet [ /PDF /Text /ImageB /ImageC /ImageI ] /ColorSpace << /Cs1 7 0 R Catalog Description: Examines fundamentals of logic, set theory, induction, and algebraic structures with applications to computing; finite state machines; and limits of computability. We didn’t actually cover all of the book; I think some more of it will be covered in CSE 312. View Homework Help - hw8.pdf from CSE 311 at University of Washington. Welcome to CSE 311! This quarter I am the instructor for CSE 311 (Foundations of Computing I) . CSE 311: Foundations of Computing I Spring 2016 Homework 2 (due Monday, April 11) Directions : Write up carefully argued solutions to the following problems. 2. Compute gcd(320;450) and lcm(320;450), expressing your answer as a product of prime factors. << /Length 10 0 R /Type /XObject /Subtype /Image /Width 740 /Height 224 /Interpolate James R. Lee Section B: MWF 1:30 … (c) All binary strings with an equal number of 1’s and 0’s. You may use results from lecture without proof. %�� x�SMo1��W� yul��=��*+q@�%!A��H��KZ@�+��c�7xD�� )Et�c��g�a�<8��B��0!�P��w*�j|��' ~�r[�Ւk[c�r�1��/��h��;��0Ū�}�$v\f�]�� Autumn 2012. I am excited to engage with the Allen School community and organize fun events so that both current and incoming students feel more at home at the Allen School. Additional LaTeX resources (including a homework template!!!) Teaching. AL`3�(�#�1`ss�,f1�#�Y1 CSE 332 Data Structures & Parallelism CSE 312 Foundations of Computing II Math 334 Accelerated Honors Calculus, Year 2. Last class: Inference Rules for Quantifiers "x P(x) ∴P(a) for any a P(c) for some c ... –almost all math (and theory CS) done in Predicate Logic •But they are tediousand impractical –e.g., applications of … Content. CSE 311 Foundations of Computing I Lecture 25 Finite State Machines: Output and Minimization Autumn 2012 Autumn 2012 CSE 311 1 Announcements •Reading assignments –7th Edition, Sections 13.3 and 13.4 –6th Edition, Section 12.3 and 12.4 –5th Edition, Section 11.3 and 11.4 Autumn 2012 CSE 311 2 State Machines with Output Vending Machine Prerequisites: CSE 143; either MATH 126 or MATH 136. Most of the materials in … Exponentiation •Compute7836581453 •Compute7836581453mod 104729 •Output is small –need to keep intermediate results small can be found on the Resources page. (b) All binary strings that contain at least three 1’s. CSE 311: Foundations of Computing I Autumn, 2015. Last class: Bound vs Free •Variables are bound within an expression if there is an earlier declaration of the variable ... computing them are equivalentto each other •Logic also has methods that let us inferimplied x�gT˶z��?o�7��J䌂 P(S) = fT : T Sg. Prime factorization (4 points) Compute the prime factorization of 320 and 450. Foundations of Computing challenged my ideas of what computer science is, and gave me my first taste of CS theory. �U�ս`�l��'ܳ�{�议�U�]�լY�sV{��:�i�OI��Z��\��?M��o��T�� o��=��?-��T5?��eu��(��_��ßK��%�W��UMN��0��/��j�s2��.a�wUӟ��/��v��U��d�ri|k�r-�rޫyQ{�P��`\]L�|�w��ܾz�2��~ߜ��+�-�.R��7�u��kG��ͶL�ڈ�71n�n��J�$��r.�.�s�#��3��w��g.+6�(礞�xw=��W%��c�ݧ��2��9��ʃB��e��>l^q�o�dQ�-V�S/�t˛�p*Ll�d��E'8��Rُl�%kqk��[��%/[�[F��Y�/]��E��BV��6��M��$G"��gS��d�Ja��ǋt.��q�(q+��&q��(85k��ƣI c"B��V/VX�g��Ͼd٥��Z��2�U��pc�"�5�$Ӟ`��]�zv|˺��ʮ�s��ޑ�r��cn ��Y��D�̭07�Ӝ�E]�T��//3�*Wnsi��v[s��0��S|�Ļ��+q3s�̀�.�"nhn��?�N r ioN�Ԙ��\Sp\׺�޼�>�u�r�H�L\s�ʳϖ� �/�mF��-#ޗ�>%S2j#lu��5GL�;��dݤY-�lH��"��x�KM��غ`x�1��Lo��YA�c'��;��[*��-�x^�. ⡿�H��|��N 'ā)u��F��2�X��x�8Uo��G\�tŚ��W�/��J�Ѹ"ĕz�;P\uE��)�� Z��T�k��ВE��K�Mŭ�L�(��@f��A&MX)��}� ��$V h��aV̑�R��5+�\��b��tmN&�T�$b��1�-��u��R�[l[_�?��z?��x��1�M��+�> CFGs Construct CFGs for the following languages: (a) All binary strings that end in 00. endobj CSE311: Foundations of Computing I. Prerequisite: CSE 143; either MATH 126 or MATH 136. University of Washington Jan. 2019 { March 2019 Prerequisite: CSE 143; either MATH 126 or MATH 136. I've been a TA for the following courses: 9 0 obj Graduation Year / Month: June 2023 Major: Computer Science and Political Science Hometown: Vancouver, WA Favorite CSE class(es): CSE 311 (Foundations of Computing I) What are you excited to do as part of ACM this year? This is my course review for CSE 311: Foundations of Computing I. I took the course in autumn 2015 with Shayan Oveis Gharan. CSE 311 - Foundations of Computing I (4cr) CSE 312 - Foundations of computing II (4cr) CSE 332 - Data Structures and Parallelism (4cr) CSE 351 - The Hardware / Software Interface (4cr) CSE 369 - Intro to Digital Design (2cr) CSE/E E 371 - Design of Digital Circuits and Systems (5cr) 0. >> /Font << /TT1 8 0 R >> /XObject << /Im1 9 0 R >> >> CSE 311: Spring 2019: Foundations of Computing I (Discrete Math) This was my first quarter teaching an upper division CS course. true /ColorSpace 11 0 R /Intent /RelativeColorimetric /BitsPerComponent 8 Basically straight out of Rosen. << /Length 5 0 R /Filter /FlateDecode >> Bachelors of Science, Computer Science, Magna Cum Laude Cumulative GPA: 3.95 / 4.0, Major GPA: 3.96 / 4.0 Highlighted Coursework: Natural Language Processing, NLP Capstone, Machine Learning, Arti cial Intelligence, Algorithms, Foundations of Computing I/II (Discrete Math & Probability), Honors Accelerated Calculus I/II/III Advisor: Luke Zettlemoyer CSE 311: Foundations of Computing I Section 9: CFGs, Relations, DFAs, NFAs, and Minimization 1. CSE 311 FOUNDAMATION OF COMPUTING FOUNDAMATION OF COMPUTING Documents All (168) Assessments (1) CSE 311: Foundations of Computing I Assignment #2 April 7, 2014 due: Monday, April 14, 1:30 p.m., … CSE 311: Foundations of Computing I Section 4: English Proofs and Sets 1. - Computer Graphics Teaching - TA for Foundations of Computing (CSE 311) - Developing instructional infrastrucutre for UW CSE (grading server for theory homework puzzles) - Instructor for Introduction to Java at Prime Factor Research In Summer 2018, I was the instructor for CSE 332 (Data Structures and Parallelism).. The class uses Gradescope, which is free but annoying to use. (c) Let S and T be subsets of a universal set U, and de ne A From first-order logic to finite state machines, I loved problem-solving that went beyond programming skills. Prove that A B if and only if P(A) P(B). CSE 311 Math 335 (Winter 2020) Accelerated Honors Calculus, Year 2 CSE 351 (Winter 2020) The Hardware/Software Interface ECON 300 (Winter 2020) CSE 311: Foundations of Computing Lecture 6: More Predicate Logic. (b) Let P(S) denote the power set of S; i.e. CSE 311: Foundations of Computing I Announcements. CSE 311 - Foundations of Computing I 5 CSE 351 - The Hardware/Software Interface 4 CSE Core Course 4 VLPA/I&S/DIV 5 CSE 391 - Systems and Software Tools 1 MATH 308 - Matrix Algebra with Applications 3 EE 205 - Introduction to Signals Conditioning OR EE 215 - Fundamentals of stream View Notes - Lecture28 from CSE 311 at University of Washington. CSE 490Q Quantum Computing CSE 311 Foundations of Computing I. ;7S��p��籟��ف~�/��UÉF��>A�N� })��Y�� stream 01/04. 2. Logic, proofs, sets and functions. endobj 3 elite notetakers have produced one study material for this Computer Science and Engineering course. 6 0 obj Classes tutored include: CSE 311 and 312 (foundations of computing) CSE … Homework. { CSE 311 Foundations of Computing I Autumn 2015 Tutoring { Weekly volunteer tutoring sessions with undergraduates (organized by School of Computer Science) { Winter 2016-present. CSE 311 Foundations of Computing. CSE 311: Foundations of Computing Lecture 9: English Proofs & Proof Strategies. CSE 311: Foundations of Computing I Homework 8 (due June 6th at 11:00 PM) Directions: … Prerequisite: CSE 143; either MATH 126 or MATH 136. 2. In Progress. Catalog Description: Examines fundamentals of logic, set theory, induction, and algebraic structures with applications to computing; finite state machines; and limits of computability. 5��ԭ4Y�y��q�m4! University of Washington - Paul G. 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