• Nenhum resultado encontrado

[PDF] Top 20 Polynomial time corresponds to solutions of polynomial ordinary differential equations of polynomial length

Has 10000 "Polynomial time corresponds to solutions of polynomial ordinary differential equations of polynomial length" found on our website. Below are the top 20 most common "Polynomial time corresponds to solutions of polynomial ordinary differential equations of polynomial length".

Polynomial time corresponds to solutions of polynomial ordinary differential equations of polynomial length

Polynomial time corresponds to solutions of polynomial ordinary differential equations of polynomial length

... one of them satisfies the above criteria. We will then apply g on both of them and mix the ...(because of the modulus of continuity) and thus the mixing will give the correct ...case of ... See full document

91

Computability of ordinary differential equations

Computability of ordinary differential equations

... existence of a Lipschitz constant and depend on its ...value of the Lipschitz constant is fixed, and thus its value can be ...have to use local Lipschitz constants. Since the value of local ... See full document

11

The general purpose analog computer and computable analysis are two equivalent paradigms of analog computation

The general purpose analog computer and computable analysis are two equivalent paradigms of analog computation

... “real time” - a very restrictive form of ...notion of computability to the kind of “con- verging computation” used in recursive analysis, then the Γ function becomes computable as shown ... See full document

13

Polynomial differential equations compute all real computable functions on computable compact intervals

Polynomial differential equations compute all real computable functions on computable compact intervals

... model of an analog device: the Differential Analyzer ...The Differential Analyzer was used from the 1930s to the early 60s to solve numerical ...example, differential ... See full document

20

Comparative numerical solutions of stiff Ordinary differential equations using magnus series expansion method

Comparative numerical solutions of stiff Ordinary differential equations using magnus series expansion method

... conducted Time-symmetry and high-order Magnus Methods in 2001 and he analyzed the use of extarpolation with Magnus method for the solution of a system of linear differential ... See full document

11

Solving analytic differential equations in polynomial time over unbounded domains

Solving analytic differential equations in polynomial time over unbounded domains

... an ordinary differential equation of the form of (1) with f componentwise polynomial, prov- ing that the GPAC does satisfy the Church-Turing thesis is equivalent to proving that ... See full document

12

Computability with polynomial differential equations

Computability with polynomial differential equations

... about polynomial initial-value problems ...about polynomial differential equations, namely the notion of differentially algebraic functions, that we then restrict to the case ... See full document

98

A Deterministic and Polynomial Modified Perceptron Algorithm

A Deterministic and Polynomial Modified Perceptron Algorithm

... Proof: As we have seen above, at least one of our 2n parallel processes will start with a vector v satisfying v · z ≥ 1/ √ n where z is a feasible unit vector. So, after the wiggling phase, the resulting vector ... See full document

14

Grobner Basis Approach to Some Combinatorial Problems

Grobner Basis Approach to Some Combinatorial Problems

... remains to note that the equations have n(n − 1) · · · (n − m + 1) solutions and this exactly the number of ways to choose m ordered elements from ... See full document

9

Rev. Bras. Geof.  vol.21 número3

Rev. Bras. Geof. vol.21 número3

... contribution to the study of this ...integrated to constrain a 3D gravity model of the ...performed to obtain the physical parameters of the alkaline rock as well as the gravity ... See full document

2

Averaging for fuzzy differential equations

Averaging for fuzzy differential equations

... fuzzy differential equations. As in the previous works of the first author on the justification of the method of averaging (see [7, 8, 9, 10, 11]), the conditions we assume on the ... See full document

12

Boundedness of the domain of definition is undecidable for polynomial odes

Boundedness of the domain of definition is undecidable for polynomial odes

... “all time”. For example, if one wants to compute things like sinks or limit cycles associated with ODEs, this only makes sense if the solution of the ODE is defined for all times t > t 0 ... See full document

10

Polynomial Penalty Method for Solving Linear Programming Problems

Polynomial Penalty Method for Solving Linear Programming Problems

... is to eliminate some or all of the constraints and add to the objective function a penalty term which prescribes a high cost to infeasible points (Wright, 2001; Zboo, ...severity of the ... See full document

5

A problem of identifiability and polynomial invariants for factor analysis models

A problem of identifiability and polynomial invariants for factor analysis models

... A connection between a problem of parametrical identifiability and polynomial invariants for factor analysis model with dependent residuals is considered. Keywords : factor ana[r] ... See full document

2

Effective computability of solutions of ordinary differential equations: the thousand monkeys approach

Effective computability of solutions of ordinary differential equations: the thousand monkeys approach

... computation of the solution of an ordinary differential ...algorithms to compute the solution, the former of which is simpler and the latter more ...enumeration of trial ... See full document

12

Polynomial expansion of the probability density function about gaussian mixtures

Polynomial expansion of the probability density function about gaussian mixtures

... The proposed expansion is based on the Parzen estimation and uses the derivatives of known expansions (Gram-Charlier and Edgeworth) to a sum of Gaussiairs wit,h different[r] ... See full document

10

Characterization of generalized Bessel polynomials in terms of polynomial inequalities

Characterization of generalized Bessel polynomials in terms of polynomial inequalities

... Generalized Bessel polynomials GBPs are characterized as the extremal poly- nomials in certain inequalities in L 2 norm of Markov type.. A recent review of Srivastava 5 contains comprehe[r] ... See full document

6

INTERVAL ADDITIVE PIECEWISE POLYNOMIAL TIME OPERATION MODEL OF HUMAN-OPERATOR IN A QUASI-FUNCTIONAL ENVIRONMENT

INTERVAL ADDITIVE PIECEWISE POLYNOMIAL TIME OPERATION MODEL OF HUMAN-OPERATOR IN A QUASI-FUNCTIONAL ENVIRONMENT

... [Formation of the interval vector-matrix modeling representations of anthropocomponents-operators as a part of complex dynamic ...Journal of Information Technologies, Mechanics and Optics, ... See full document

9

Discretization and event triggered digital output feedback control of LPV systems

Discretization and event triggered digital output feedback control of LPV systems

... employment of the linear parameter-varying (LPV) system theory, see [9,10] and references ...mainly to represent non-linear systems in terms of a family of linear models and to describe ... See full document

12

Turing Machines as Clocks, Rulers and Randomizers

Turing Machines as Clocks, Rulers and Randomizers

... used to write notes on paper, to erase some of the notes, to continue writing, erasing and rewriting until the computation is ...reduced to writing along a horizontal line in math ... See full document

33

Show all 10000 documents...