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one-side exponential functions

Sharp Becker Stark’s type inequalities with power exponential functions

Sharp Becker Stark’s type inequalities with power exponential functions

... 2 Results and discussion Motivated by ., in this paper, we give some inequalities with power exponential functions derived from the left hand side of Becker-Stark’s inequality .... N[r] ...

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Size Distributions for All Cities: Lognormal and q exponential functions

Size Distributions for All Cities: Lognormal and q exponential functions

... Size Distributions for All Cities: Lognormal and q-exponential functions González-Val, Rafael and Ramos, Arturo and Sanz-Gracia, Fernando Universidad de Zaragoza... 8 10 Population logar[r] ...

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Symmetric inequalities with power exponential functions

Symmetric inequalities with power exponential functions

... power-exponential functions is the one of the most interesting fields of mathematical ...power-exponential functions and conjectured some open ...the one of the simplest shaped ...

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Proof of an open inequality with double power exponential functions

Proof of an open inequality with double power exponential functions

... power-exponential functions is one of the active areas of research in the mathematical ...power- exponential functions and conjectured some open ...

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15 Exponential Functions and Logarithms

15 Exponential Functions and Logarithms

... 7 In 2000 in a game park in Africa it was estimated that there were approximately 700 wildebeest and that their population was increasing at 3% per year. At the same time, in the park there were approximately 1850 zebras ...

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EXPONENTIAL FUNCTIONS PRACTICE EXAM Math 30-2

EXPONENTIAL FUNCTIONS PRACTICE EXAM Math 30-2

... A substance called sodium-24 has a half-life of approximately 15 hours.. Johnson invested $1500 at 2%/a compounded semi-annually. The population of a town is decreasing at a rate of 7%[r] ...

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On the Cîrtoaje’s conjecture

On the Cîrtoaje’s conjecture

... The conjecture was proved by Matejíčka []. In [], Coronel and Huancas posted several conjectures for inequalities with the power exponential functions. Some of them are not valid as was shown by the ...

6

Some remarks on Cîrtoaje’s conjecture

Some remarks on Cîrtoaje’s conjecture

... power-exponential functions is one of the active areas of research in the mathematical ...power-exponential functions have useful ap- plications in mathematical analysis and in other ...

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Sharp inequalities for hyperbolic functions and circular functions

Sharp inequalities for hyperbolic functions and circular functions

... Abstract In this paper, we obtain some new sharp bounds for the exponential functions whose powers involve hyperbolic functions and circular functions, respectively.. MSC: Primary 26D05;[r] ...

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M53 Lec5.1 Derivatives of Exponential and Logarithmic Functions.pdf

M53 Lec5.1 Derivatives of Exponential and Logarithmic Functions.pdf

... Derivatives of Logarithmic and Exponential Functions.. Mathematics 53 Institute of Mathematics (UP Diliman)..[r] ...

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Relations between exponential laws for spaces of C∞ functions

Relations between exponential laws for spaces of C∞ functions

... We obtain such laws in three different theories; a similar theory as that in [3] but with the continuous convergence replaced with its equable structure, the differential calculus by Sei[r] ...

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Poly-Logarithmic  Side  Channel  Rank  Estimation  via  Exponential  Sampling

Poly-Logarithmic Side Channel Rank Estimation via Exponential Sampling

... Ye et al. investigated an alternative solution based on a weak Maximum Likelihood (wML) approach [26], rather than a Maximum Likelihood (ML) one for the previous examples. They additionally combined this wML ...

22

Africans, Cherokees, and the ABCFM Missionaries in the Nineteenth Century: An Unusual Story of Redemption

Africans, Cherokees, and the ABCFM Missionaries in the Nineteenth Century: An Unusual Story of Redemption

... As stated in [1] and [19], the introduction and development of the notion of a matrix and the subject of linear algebra followed the development of determinants. Gottfried Leibnitz, one of the two founders of ...

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Exponential convexity for Jensen’s inequality for norms

Exponential convexity for Jensen’s inequality for norms

... There are several levels of construction in this paper. Starting from Theorem . we con- structed families of desired convexity (Lemma .). Over ranging parameters, we have exponential convexity, and new ...

8

The Sarcophagus of Sidamara

The Sarcophagus of Sidamara

... One long side and one short side of the Sidamara sarcophagus are decorated with a scene of hunting as on the sarcophagus of Alexander; the other long side and short side are [r] ...

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A Double Inequality for Divided Differences and Some Identities of Psi and Polygamma Functions

A Double Inequality for Divided Differences and Some Identities of Psi and Polygamma Functions

... It is well known that the classical Euler’s gamma function Γ(x) plays a cen- tral role in the theory of special functions and has much extensive applications in many branches, for example, statistics, physics, ...

5

Modeling the Cases of Road Traffic Crashes: A Case of Exponential Smoothing Approach

Modeling the Cases of Road Traffic Crashes: A Case of Exponential Smoothing Approach

... adopt exponential smoothing model to study the accident phenomenon and come up with a reliable forecast into the future of accident cases along the major roads connecting to the city of Enugu state, ...Nigeria. ...

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Derivatives of Integrating Functions for Orthonormal Polynomials with Exponential Type Weights

Derivatives of Integrating Functions for Orthonormal Polynomials with Exponential Type Weights

... So, in this paper we will estimate the higher derivatives of An x and Bn x for the estimates of the higher derivatives of pn wρ2 ; x, because the higher derivatives of pn,ρ x play an imp[r] ...

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Sieve functions in arithmetic bands, II 

Sieve functions in arithmetic bands, II 

... sieve functions in arithmetic bands is compared to the classical results on the distribution in arithmetic progressions, which deal mostly with the overcoming of the so-called level ...sieve functions in ...

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On  the  Cryptographic  Hardness  of  Finding  a  Nash  Equilibrium

On the Cryptographic Hardness of Finding a Nash Equilibrium

... To prove the claim, we rely on a lemma proven in [BCP14] that roughly shows that, for circuits that only differ on a single input, iO implies what is known as differing input obfuscation [BGI + 01], where it is possible ...

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