C

Related questions

Q: A collection of 3-vectors, U. is defined over Z₂ by the condition Which of the following statements…

A: Option A is incorrect as (1,1,1) does not belong to U [as (1.1.1)mod2 ≠0 Option B : is…

Q: Let A = {1, 2, 3, 4} and B = {a, b, c}. Give an example of a function f: A -> B that is neither…

A: A = {1, 2, 3, 4} and B = {a, b, c} f: A -> B

Q: Let L={(a, b)|a, b∈Z,(a−b) mod 4 = 0}. We want to program a robot that can get to each point (x,…

A: a)The path planning problem is to find a mapping c:[0,1]→ Q s.t. no configuration along the path…

Q: Suppose f : A → B is an injective function. Show that there is a function g : B → A such that g ◦ f…

A: An injective function, also known as a one-to-one function, is a type of function in…

Q: A = {red, blue, green}, B = {red, red, green, purple}, C = {red, {green}, red, {red, green}, purple,…

Q: Let the Universal set be {a,b,c,d,e,f,g,h,i,j] Consider the subsets A = {a,d,h,i} B= {b,c,d.,f,i,j}…

A: Introduction: While sets of union is the type of set operations between the two sets, the obtained…

Q: Example: Iam driving a car through busy hours at city. And I need assistance AI with speech to text…

A: Speech-to-text AI tools are becoming increasingly popular and useful in various applications,…

Q: Discrete mathematics applied to computer science: homework question. Let f : A → A be a function in…

A: Here is your solution :

Q: 7. Let X be a set of cardinality n > 0. Let E be the set of all subsets of X with even cardinality…

A: Please refer to the explanation below. If you have any clarification please don't hesitate to…

Q: Lists – Lists can be encoded in the lambda calculus. A way to do this, is by defining a lambda term…

A: From the above information we have to consider ascons is a lambda term representing list…

Q: For each definition of f below, determine if f is a function. If it is a function, state its domain…

A: answer is below

Q: Problem 5 Simplify the following CFG using the three simplification techniques introduced in our…

A: Simplify the CFG using three simplification technique

Q: Consider a function compose3, which takes three functions f(x), g(x) and h(x) as arguments, and…

A: To Do: To explain lambda calculus.

Q: A collection of 3-vectors, U, is defined over Z₂ by the condition Which of the following statements…

A: Given answer is given below

Q: P(x): "x is a kind-hearted person". Q(x): "x is an honest person".

A: ∃ (there exists ) menas atleast ~q Not a honest person ~p not a kind hearted person So there exists…

Q: Consider the following set of points (1,1), (1,3), (1,8), (1,9), (5,5), (4,4), use dmin that was…

A: The solution is given below for the above given question:

Q: Let F be the set of all functions of the form f : N {0,1}. Also, let G be the set of all functions…

Q: A triple (x, y, z) of positive integers is pythagorean if x2 + y2 = z2. Using the functions studied…

A: Here is the code in scala everything is mentioned in the comments . Screenshot of the code and…

Q: Write your own example of a set P containing 5 ordered pairs (x, y) such that P is not a function.

A: The question is example of a set P containing 5 ordered pairs (x, y) such that P is not a…

Q: Define function p:cat represents set concatenation ◦, which concatenates every pair of strings from…

A: Two or more sets are used to perform multiple operations as per user requirement Various types of…

Question

Consider the concept class C formed by 2-dimensional triangles in the plane. Any function c ∈ C is a triangle such that for any point x, we have c(x) = 1 (or ‘+’) if x lies within or on the boundary triangle c and c(x) = 0 (or ‘-’), otherwise.
See the figure below for an illustration.
Given a set of m labeled point, which are (correctly) labeled with respect to a triangle c, described a polynomial-time algorithm that produces a hypothesis h ∈ C that is consistent with the labeled data. Explain the time complexity of your algorithm as a function of m. Note that n, the number of features, is 2 in this case, as we discuss 2-dimensional points.

Expert Solution

This question has been solved!

Explore an expertly crafted, step-by-step solution for a thorough understanding of key concepts.

SEE SOLUTION Check out a sample Q&A here

Step by step

Solved in 2 steps with 2 images

SEE SOLUTION Check out a sample Q&A here

Similar questions

9. Is the following statement TRUE or FALSE? If it is TRUE, prove it, and if it is FALSE, provide a counter-example.If f: S→T is a function, where |S| > |T| (and both are finite sets), then there exist elements s1 and s2 in S such that fs1()=fs2()
5. Find a closed form representation for the function defined recursively by f(0) = 5 and f(n+1)=2f(n)+4". Prove that your representation is correct using an inductive argument.
(9) Suppose that we are given f : A → B and subsets X ⊂ A respectively Y ⊂ B so that we can define the direct image f(X) ⊂ B and the inverse image f^−1(Y ) ⊂ A. So that if X ⊂ A, then f(X) is a set and if Y ⊂ B, then f^−1(Y) is a set; you are proving things about these definitions. (a) Prove that f^−1(X ∪ Y ) = f^−1(X) ∪ f^−1(Y ). (b) Prove that if f is surjective then Y ⊂ f(f^−1(Y )).
Let A = {1, 2, 3}, B = {{1}, 2, {1, 3}}, C = {1, {1}, 3}. Compute the following sets: 2A∩C − B, (A ∩ B) × (A − C), (B ∪ C) − A.
Consider a concept class C formed by orthogonal rectangles (boxes). We have received the following labelled sample. True or False:There is an infinite number of rectangles in C that are consistent with this sample.