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  1. Problem 5.17. (1) Show that any continuous function on [0; 1] is the uniform limit on [0; 1) of a sequence of step functions. Hint:- Reduce to the real case, divide the interval into 2n equal pieces and de ne the step functions to take in mim of the continuous function on the corresponding interval.

  2. Exams with Solutions. MIT OpenCourseWare is a web based publication of virtually all MIT course content. OCW is open and available to the world and is a permanent MIT activity.

  3. Solutions to In-Class questions, Problem Sets and Exams of MIT Mathematics for Computer Science 2015 (same as 2019 Open Learning Library) - spamegg1/Math-for-CS-solutions.

  4. 18.05 Introduction to Probability and Statistics (S22), Problem Set 11 Solutions. MIT OpenCourseWare is a web based publication of virtually all MIT course content. OCW is open and available to the world and is a permanent MIT activity.

  5. EXAMPLE 1 How many edges are possible with n nodes, in a complete graph? The first node has edges to the n - 1 other nodes. (An edge to itself is not allowed.)

  6. 18.02 Autumn 2012 . Home | Syllabus | Lectures | Problems Sets | Links | . Homework: Homework 1 Model Answers 1 Homework 2 Model Answers 2 Homework 3 Model Answers 3 Homework 4 Model Answers 4 Homework 5 Model Answers 5 Homework 6 Model Answers 6 Homework 7 Model Answers 7 Homework 8 Model Answers 8 Homework 9 Model Answers 9 Homework 10 Model Answers 10 ...

  7. The extended discrete and vector forms of the discrete logarithm problem play an impor-tant role in algorithms to compute the structure of a finite abelian group, but in the lectures we will focus primarily on the standard form of the discrete logarithm problem (which we may abbreviate to DLP). Example 9.1.

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