# Tagged Questions

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### Simple ranking/rating algorithm [closed]

Is there a Simple ranking/rating algorithm that calculates a score between 0 and 1 given a number of alerts along with its priority. For example: each system can produce "Low", "Medium" and "High" ...
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### Risk seeking utility

I am stuck on a question in an archived course on BerkeleyX's CS188x Artificial Intelligence. Which of the following would be a utility function for a risk-seeking preference? That is, for which ...
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### Split a map into roughly equal sections directionally and put points in it

I have a 16000 x 9000 grid map and I want to split it into x sections that are preferably of equal size. Then I want to place points on each section are centers of circles with a 2200 unit radius and ...
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### Contradiction in Davis–Putnam–Logemann–Loveland (DPLL) Method?!

As we see on page $10,11$ and $12$ on Google Books we know about Unit Clause (UC) and Pure Literal (PL) in DPLL Algorithms. in the following example if assign value $0$ to variables is prior to ...
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### Is it better to average the log2 for a series of numbers or just the numbers themselves? And, how would you test or prove this?

Lets say I'm trying to compare two vectors for similarity and normalizing them before hand based on some mean or standard deviation combo for the purpose of finding the similarity between the 2 ...
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### AI Parameters for Tetris-like Game

I am building an AI to play a variation of Tetris. The rules are changed in that there are 19 different types of pieces, rotation is not allowed, and the pieces can be placed anywhere in a 10X10 grid. ...
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### Neural Networks: Solving XOR

A perceptron with two inputs $x_1$ and $x_2$ has following linear function and is hence able to solve linear separateable problems such as AND and OR. $f((x_1w_1+b)+(x_2w_2+b))$ $f(x)$ is the basic ...
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### What kind of graph is the StackExchange?

Assuming that we have three distinct layers of nodes called Users, Questions & Answers, connected by the obvious way $(A)$, what kind of graph is the StackExchange? Do such graphs have special ...
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### maximizing alpha-beta puning.

I was searching a more pertinent place to post artificial intelligence concerned question, but some results pointed me to similar questions posted here, thus I chose math.se, now let's get through ...
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### Boosting v. weighted average

I have been watching an MIT online Artificial Intelligence lecture by Prof. Winston about boosting. The boosting technique uses complicated maths to combine the results from several weak predictors to ...
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### Does this equation my professor wrote actually work? [closed]

Does this make sense to you? Peter's classroom example $\frac{1}{2^{(\text{any power})}} = \frac{1^{(\text{any power})}}{2^{(\text{any power})}} = (\frac{1}{2})^{(\text{any power})}$ If that's the ...
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### How do I use resolution refutation in backward reasoning

Suppose I have the following facts in my KB: ∀a,b: g(a,b)→ p(a,b) ∀x: ¬p(x,x) ∀x,y,z: p(x,y)∧ p(y,z)→ p(x,z) ∀w,r: p(w,r)→ g(w,r) I have a questions: If I want ...
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### What aspects of convex optimization are used in artificial intelligence, if any?

I work on convex optimization with Stephen Boyd's book. As an example, support vector machines are mentioned as an application of separating hyperplanes theorem. I am wondering if there is any other ...
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### hamiltonian graph problem (sitting problem)

Hello guys sorry for noob question but i am learning graph theory and i am solving a question . in book it says it have only four solution but i founded that it can more than four so i am confused . ...
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### The mathematics behind Google Deepmind

I'm aware of the following question: The mathematics behind AlphaGo AI and Google Deepmind I'm aware of math behind Perceptron and several other AI concepts: ...
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### The mathematics behind AlphaGo AI and Google Deepmind [closed]

in case you are following the tech news, Google's AlphaGo beat the world Go champion Lee Sedol, not once but twice. Here is the link of the game 2 review: http://gogameguru.com/alphago-races-ahead-2-...
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### Implicit feature space of Power Kernel

For the polynomial kernel, $K(x,y) = (x^Ty+c)^d$, the implicit feature space $\phi$ for which $K(x,y) = \phi(x)^T \phi(y)$ is of finite dimension and well known [1][2]. It is also well known that the ...
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### Solving differential equation using artificial intelligence

Hellow, I want to do my phd on the topics solving differential equation using artificial intelligence. At first I want to read some introductory books on artificial intelligence and then on the topic "...
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### State space complexity of $2d$ and $3d$ tic tac toe

So for a 2d tic tac toe game, we know that the space complexity can be represented as follows. A naive upper bound will be $3^9$ as there is $3$ possibilities (X, Y or blank) in each of the $9$ ...
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