Examples of the the word, exponential , in a Sentence Context
The word ( exponential ), is the 12008 most frequently used in English word vocabulary
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- S base-emitter junction can provide an usably-accurate logarithmic or, exponential ,function. Op amps scale the output voltage so that it is usable with the rest
- Exist, cannot be expressed in terms of elementary functions (like polynomials, exponential ,functions, logarithms,trigonometric functions, inverse trigonometric functions
- At a rate proportional to the current concentration, so that they exhibit, exponential ,decay with a characteristic half life (see pharmacokinetics). This is not true
- Been accurately confirmed by measurements of the CMB. If inflation occurred, exponential ,expansion would push large regions of space well beyond our observable horizon.
- Progress. Ray Surreal has used Moore's law (which describes the relentless, exponential ,improvement in digital technology) to calculate that desktop computers will
- Of the Pres burger statement. Hence, the problem is known to need more than, exponential ,run time. Even more difficult are the undecidable problems, such as the halting
- By the uniform convergence theorem. This theorem can be used to show that the, exponential ,functions, logarithms,square root function, trigonometric functions are
- And the anisotropic Kepler problem. Some authors have argued that extreme (, exponential ,) dependence on initial conditions is not expected in pure quantum treatments;
- Are easy. For example, some difficult problems need algorithms that take an, exponential ,amount of time in terms of the size of the problem to solve. Take the
- Of clauses and succeeds with high probability to correctly decide 3-Sat. The, exponential ,time hypothesis is that no algorithm can solve 3-Sat in time \exp (o (n) ).
- Constant). The sum of binomial coefficients can be bounded by a term, exponential ,in n and the binary entropy of the largest n/k that occurs. More precisely, for
- A. In category theory, currying can be found in the universal property of an, exponential ,object, which gives rise to the following ad junction in Cartesian closed
- Cosmological inflation or just inflation is the theorized extremely rapid, exponential ,expansion of the early universe by a factor of at least 1078 in volume, driven
- Frac\left (y \,-\,1\right) such that \script style f (x) \; =\; y. * The, exponential ,function, \script style g: \; \R \, \right arrow\, \R, \; g (x) \; \; ex, is
- Early period (before baryogenesis). During inflation, the Universe undergoes, exponential ,expansion, and the particle horizon expands much more rapidly than previously
- Real differentiable functions are not. Most elementary functions, including the, exponential ,function, the trigonometric functions, and all polynomial functions, are
- In this instance, as the file size n increases, memory will be consumed at an, exponential ,growth rate, which is order O (2n). Relevance Algorithm analysis is important
- Algorithm to find such a subset in polynomial time (there is one, however,in, exponential ,time, which consists of 2n-1 tries),and indeed such an algorithm cannot exist
- Other and with the functions of analysis, especially powers, roots,and the, exponential ,and log functions. Here are a few examples: Dirichlet convolutions: \sum_\mu (
- 1+\sqrt5)/2,the Golden ratio, which is irrational. * The values of the, exponential , sine and cosine functions, exp (x),sin (x),cos (x),are known to be
- Subjects in 61 cohorts demonstrated that blood total cholesterol levels have an, exponential ,effect on cardiovascular and total mortality, with the association more
- Linear programming, which works surprisingly well in practice; despite having, exponential ,worst-case time complexity it runs on par with the best known polynomial-time
- Primitive recursive function, including very fast-growing functions such as the, exponential ,function, the factorial function, multi- and super factorial functions, and even
- A table of subproblems already solved, dynamic programming reduces the, exponential ,nature of many problems to polynomial complexity. * The greedy method. A greedy
- Is symmetric, is:: \sum_ OK yen = \franc. Exponential generating function The, exponential ,bivariate generating function of the binomial coefficients is:: \sum_ \franc OK
- By the time hierarchy theorem, they cannot be solved in significantly less than, exponential ,time. Examples include finding a perfect strategy for chess (on an N×N board)
- Illuminant A) to 6504 (D65) is under 2 K. A more recent proposal, using, exponential , terms,considerably extends the applicable range by adding a second epicenter
- Power series may be defined in any unital Banach algebra; examples include the, exponential ,function and the trigonometric functions, and more generally any entire
- Has its own separate Boltzmann probability. So the probability distribution is, exponential ,: \, P (K) C ex C PKK. For large N, the normalization constant C is (1 − p).
- False vacuum would, according to general relativity, generate an, exponential ,expansion of space. It was very quickly realized that such an expansion would
- Conditions if points arbitrarily close together separate over time at an, exponential ,rate. The definition is not topological, but essentially metrical. If M is the
- Part of the second object. ) In this regard, binomial coefficients are to, exponential ,generating series what falling factorials are to ordinary generating series.
- Points closer in are always steadily replacing points further out—an, exponential ,expansion of space–time. This steady-state exponential ly expanding spacetime is
- And strategy). Puzzle Bobble caters to this interest very well, featuring an, exponential ,scoring system which allows extremely high scores to be achieved. " Popped "
- Of hard problems in NP. For example, it is possible that SAT requires, exponential ,time in the worst case, but that almost all randomly selected instances of it
- All of these define the relative numbers of particles in a system as decreasing, exponential ,functions of energy (at the particle level) over kt, with k representing the
- Algorithms complete in linear time relative to input size, some do so in an, exponential ,amount of time or even worse, and some never halt. Additionally, some problems
- Functions, and more generally any entire function. (In particular,the, exponential ,map can be used to define abstract index groups. ) The formula for the
- This formula could be used to reduce any trigonometric identity to much simpler, exponential ,identities. The idea of a complex number as a point in the complex plane (
- Of convergence is used to construct a number of elementary functions: the, exponential ,function exp (z),also written EZ, is defined as the infinite series: \exp (
- To have energy greater than or equal to E at the given temperature T. This, exponential ,dependence of a reaction rate on temperature is known as the Arrhenius equation
- From it — in his Photometric in 1760. Much later, August Beer extended the, exponential ,absorption law in 1852 to include the concentration of solutions in the
- Of constraints. Other much smaller problems exhibit run-times that are, exponential ,in the problem size, and rapidly become impractical. Unfortunately, there is no
- Algorithm (“ DOLL” or“ DLL” ). Theoretically, exponential ,lower bounds have been proved for the DPLL family of algorithms. Modern SAT
- Horizon and perhaps solve the horizon problem, and NATO suggesting that an, exponential ,expansion could eliminate domain walls (another kind of exotic relic. ) In
- Relations of EYE or erotic exchange of power. A new subgenre: BDSM romance The, exponential ,increase in the BDSM community in the last 10 years has led to the emergence of
- Product \script style f \colon (X \times Y) \to Z and the morphisms to an, exponential ,object \script style g \colon X \to BY. In other words, currying is the
- The complex function's dynamic transformation of the complex plane. Complex, exponential ,and related functions The notions of convergent series and continuous functions
- Expanding designer phase. In October 1980 Demosthenes Kazan as suggested that, exponential ,expansion could eliminate the particle horizon and perhaps solve the horizon
- Botswana, and as a result, financial and services sectors have increased at an, exponential ,rate in the 2000s to replace mining as the leading industry. Botswana abolished
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