Examples of using Problem of finding in English and their translations into Portuguese
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Soon there was a problem of finding office space for all these people.
Cheap services are the only way to resolve, orat least alleviate, the problem of finding resources for….
For example, consider the problem of finding a 1 bit in a given 1000-bit string"P.
This algorithm does not always find the shortest possible synchronizing word for a given automaton;as Eppstein also shows, the problem of finding the shortest synchronizing word is NP-complete.
However, the problem of finding the roots of a polynomial can be very ill-conditioned.
Asian Women Dating Site There are children, exes,social expectations and foremost problem of finding women you or excite you can trust.
We redefine the problem of finding these search points as a multi-objective optimization one.
In mathematics and computer science,an optimization problem is the problem of finding the best solution from all feasible solutions.
The problem of finding a maximum cut in a graph is known as the Max-Cut Problem. .
In computer science,the minimum edge cover problem is the problem of finding an edge cover of minimum size.
Factorization is the problem of finding two numbers which, together, multiply to exactly make a given number.
In a paper published in 2001, hashimoto andbarrera formalized the problem of transforming sup-decompositions into purely sequential decompositions as a problem of finding discret solutions of an equation.
For example, as mentioned below, the problem of finding eigenvalues for normal matrices is always well-conditioned.
The method translates logical formulas into specific polynomials(usually finite, but sometimes infinite)with coefficients infinite fields, and transforms the problem of finding proofs in the search for solutions of systems of polynomial equations.
The problem of finding optimal functions for such changes is studied in variational calculus and in optimal control theory.
The companies andself-employers that transport goods by road above 200 km of distance are daily confronted with the problem of finding loads in their destinations that enable them to optimize return trips.
The problem of finding the object in minimal expected cost is a classical problem solved by David Blackwell.
If that size is restricted to"d", the problem of finding a minimum"d"-hitting set permits a"d"-approximation algorithm.
The problem of finding non-self-intersecting smooth curves between given points in a train track comes up in testing whether certain kinds of graph drawings are valid(Hui, Schaefer& Štefankovič 2004) and may be modeled as the search for a regular path in a skew-symmetric graph.
This fact is interesting because the problem of finding an(n- ε)-clique in a M-graph of size n2 is NP-complete for arbitrarily small positive ε.
The problem of finding solutions to equations greater than two held the minds of the brightest mathematicians for nearly 40 centuries.
Given a set of integers,FIND-SUBSET-SUM is the problem of finding some nonempty subset of the integers that adds up to zero or returning the empty set if there is no such subset.
The problem of finding a Hamiltonian cycle or path is in FNP; the analogous decision problem is to test whether a Hamiltonian cycle or path exists.
The k-SAT problem is the problem of finding a satisfying assignment to a boolean formula expressed in CNF in which each disjunction contains at most k variables.
The problem of finding or estimating the number of graphs with a given degree sequence is a problem from the field of graph enumeration.
For instance, in the problem of finding whether a graph is connected, how much more time does it take to solve a problem for a graph with 2"n" vertices compared to the time taken for a graph with"n" vertices?
The problem of finding sets of n points minimizing the number of convex quadrilaterals is equivalent to minimizing the crossing number in a straight-line drawing of a complete graph.
Related problems==The problem of finding sets of"n" points minimizing the number of convex quadrilaterals is equivalent to minimizing the crossing number in a straight-line drawing of a complete graph.
The problem of finding a maximum clique is NP-hard: if one could solve it, one could also solve the decision problem, by comparing the size of the maximum clique to the size parameter given as input in the decision problem. .
There is a simple relation between the problems of finding a Hamiltonian path and a Hamiltonian cycle.