बहुअंगुलिक Meaning in English
बहुअंगुलिक शब्द का अंग्रेजी अर्थ : multi-fingered
, polynomial
ऐसे ही कुछ और शब्द
बहुस्वरता,विविध स्वर सङ्गतिबहुपत्नीक विरल
पुर्वंगक
अतिक्षुधा
पॉलीफोन
पॉलीफोनिक
पॉलीफोनिक संगीत
पलिप्रपलीन
पालिसडेस
पॉलीस्टिचम
अनेकाक्षर
अनेकाक्षरशब्द
अनेकाक्षर शब्द
पैनटेक्निकॉन
पैनटेक्निक्स
बहुअंगुलिक इसके अंग्रेजी अर्थ का उदाहरण
For instance, computer scientists generally believe that the complexity class P (the set of all decision problems solvable in polynomial time) is not equal to the complexity class NP (the set of all decision problems checkable, but not necessarily solvable, in polynomial time).
People from Los Angeles Cobham's thesis, also known as Cobham–Edmonds thesis (named after Alan Cobham and Jack Edmonds), asserts that computational problems can be feasibly computed on some computational device only if they can be computed in polynomial time; that is, if they lie in the complexity class P.
In fact, there are open sets of polynomials that have open sets of initial vectors that converge to periodic cycles other than roots (see Reinke et al.
In November 2015, he announced a quasipolynomial time algorithm for the graph isomorphism problem.
Moreover, although the decision problem 2SAT is solvable in polynomial time, MAX-2SAT(3) is also APX-hard.
The Schur polynomial can also be computed via a specialization of a formula for Hall–Littlewood polynomials,.
This process is then iterated until the polynomial becomes quadratic or linear, and all the roots have been determined.
The Macdonald polynomials are now named after him.
In general, the numeric value of the input is exponential in the input length, which is why a pseudo-polynomial time algorithm does not necessarily run in polynomial time with respect to the input length.
where P_I are polynomials and.
This polynomial is given by multiplying all the corresponding linear factors, that is.
Then, every continuous function f : K\to C, such that the restriction f to int(K) is [function|holomorphic], can be approximated uniformly on K with polynomials.
Gauss: Gaussian polynomial, Gaussian distribution, etc.