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Università degli Studi di Trento

Last seen: environ 3 ans il y a Actif depuis 2016

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Strangest ways to get 0
Propose your non-trivial way to get 0. Look mine's, and try to do your best!

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Polynomial evaluation
Compute the value of a polynomial of degree n with coeffcients in vector a, at value x. p(x)=a(1)+a(2)x+a(3)x^2+...+a(n+1)x...

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Simple polynomial evaluation
Compute the value of a polynomial of degree n with all coefficients '1', at value x. n is always n>=0. p(x)=1+x+x^2+...+x^n...

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Area of polygon
Given the vertices in vectors X,Y, return the area of the polygon they define.

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Find the diagonal of the square of side L
You are given a square of side length L, find D the length of its diagonal.

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Geometrical meaning of determinant
Given two vectors x,y, in 2D or three vectors x,y,z in 3D space, compute the area (or volume) of the parallelogram they define. ...

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Non trivial identities - differentiation
Return x by differentiating it.

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Non trivial identities - summation
Return x by adding a random number to it.

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Non trivial identities - flipping
Return x by flipping it.

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Non trivial identities - reshape
Return x by reshaping it.

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Non trivial identities - absolute value
Return x by computing its absolute value.

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Non trivial identities - transpose
Return x by transposing it.

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Non trivial identities - open your eyes
Return x by using your eyes.

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Non trivial identities - replication
Return x by replicating itself in any dimension.

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Non trivial identities - complexification
Return x by complexifying it.

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Non trivial identities - roots
Return x after rooting it.

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Non trivial identities - power
Return x by by rising it to a power.

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Non trivial identities - double negative
Return x after negating it.

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Non trivial identities - colon
Return x after treating it with colon.

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Non trivial identities - polynomial
Return x as a polynomial of itself.

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Non trivial identities - round
Return x after rounding it.

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Non trivial identities - identity handle
Return x by handling the identity function.

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Probabilities - Balls and urns - 01
The urn contains B blue balls and R red balls. Each trial consists of drawing one random ball from the urn and observing its col...

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Non trivial identities - division
Return x after dividing it.

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Performance - summation
Given a vector of natural numbers x = [1,2,3,...,N] compute the sum of its elements by not stressing the machine too much...

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Non trivial identities - multiplication
Return x after multipying it.

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Non trivial identities - multiplication
Return x by multiplying it with a random number.

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Probabilities - Balls and urns - 02
The urn contains B blue balls and R red balls. Each trial consists of drawing one random ball from the urn and observing its col...

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A shooting competition
In a shooting competition, the target is a square of side L containing a circle of radius R<=L/2. A player scores one point if h...

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