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Assessment of natural density of distribution for fish by the catches at light stations
Published 2016-09-01“…Relationship between natural density of saury distribution and its catch per trap is determined for this trap.…”
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On the Natural Density of Sets Related to Generalized Fibonacci Numbers of Order <i>r</i>
Published 2021-07-01Subjects: “…natural density…”
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A demo‐genetic model shows how silviculture reduces natural density‐dependent selection in tree populations
Published 2023-11-01Get full text
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STATISTICAL BOUNDED SEQUENCES OF BI-COMPLEX NUMBERS
Published 2023-06-01Subjects: “…natural density…”
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The Proof of a Conjecture Related to Divisibility Properties of <i>z</i>(<i>n</i>)
Published 2021-10-01Subjects: Get full text
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On the Parity of the Order of Appearance in the Fibonacci Sequence
Published 2021-08-01Subjects: Get full text
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The Proof of a Conjecture on the Density of Sets Related to Divisibility Properties of <i>z</i>(<i>n</i>)
Published 2021-11-01Subjects: Get full text
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On Some Properties of the Limit Points of (<i>z</i>(<i>n</i>)/<i>n</i>)<sub><i>n</i></sub>
Published 2021-08-01Subjects: Get full text
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Chlodowsky type $\left( \lambda,q\right)$-Bernstein Stancu operators of Pascal rough triple sequences
Published 2023-01-01Subjects: Get full text
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Sums of two squares are strongly biased towards quadratic residues
Published 2023“…To illustrate, we have under GRH that the number of sums of two squares up to <span tabindex="0">x</span> that are <span tabindex="0">1mod3</span> is greater than those that are <span tabindex="0">2mod3</span> 100% of the time in natural density sense.</p>…”
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The density of shifted and affine Eisenstein polynomials
Published 2016“…In this paper we provide a complete answer to a question by Heyman and Shparlinski concerning the natural density of polynomials which are irreducible by Eisenstein's criterion after applying some shift. …”
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Evolution of flowering decisions in a stochastic, density-dependent environment.
Published 2008“…Here, we show how, by combining a range of theoretical approaches with the statistical analysis of individually structured databases, accurate prediction of life history decisions is possible in natural density-regulated populations undergoing large fluctuations in demographic rates from year to year. …”
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SIGN PATTERNS OF THE LIOUVILLE AND MÖBIUS FUNCTIONS
Published 2016-01-01“…By using the recent result of the first two authors on mean values of multiplicative functions in short intervals, we strengthen Hildebrand’s result by proving that each of these eight sign patterns occur with positive lower natural density. We also obtain an analogous result for the nine possible sign patterns for $({\it\mu}(n),{\it\mu}(n+1))$ . …”
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In Silico Studies on Selected Neutral Molecules, CGa<sub>2</sub>Ge<sub>2</sub>, CAlGaGe<sub>2</sub>, and CSiGa<sub>2</sub>Ge Containing Planar Tetracoordinate Carbon
Published 2021-09-01“…The nature of bonding is understood through the adaptive natural density partitioning analysis (AdNDP), quantum theory of atoms in molecules (QTAIM) analysis, and also via Wiberg bond index (WBI) and electron localization function (ELF).…”
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Occurrence of Double Bond in <i>π</i>-Aromatic Rings: An Easy Way to Design Doubly Aromatic Carbon-Metal Structures
Published 2021-11-01“…A chemical bonding of several metallabenzenes and metallabenzynes was studied via an adaptive natural density partitioning (AdNDP) algorithm and the induced magnetic field analysis. …”
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neuroAIx-Framework: design of future neuroscience simulation systems exhibiting execution of the cortical microcircuit model 20× faster than biological real-time
Published 2023-04-01“…With real-time capabilities surpassed for established models like the cortical microcircuit, it is time to conceive next-generation systems: neuroscience simulators providing significant acceleration, even for larger networks with natural density, biologically plausible multi-compartment models and the modeling of long-term and structural plasticity.MethodsStressing the need for agility to adapt to new concepts or findings in the domain of neuroscience, we have developed the neuroAIx-Framework consisting of an empirical modeling tool, a virtual prototype, and a cluster of FPGA boards. …”
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Möbius formulas for densities of sets of prime ideals
Published 2021“…We show that if K is a number field and S is any set of prime ideals with natural density $$\delta (S)$$δ(S) within the primes, then $$\begin{aligned} -\lim _{X \rightarrow \infty }\sum _{\begin{array}{c} 2 \le {\text {N}}(\mathfrak {a})\le X\\ \mathfrak {a} \in D(K,S) \end{array}}\frac{\mu (\mathfrak {a})}{{\text {N}}(\mathfrak {a})} = \delta (S), \end{aligned}$$-limX→∞∑2≤N(a)≤Xa∈D(K,S)μ(a)N(a)=δ(S),where $$\mu (\mathfrak {a})$$μ(a) is the generalized Möbius function and D(K, S) is the set of integral ideals $$ \mathfrak {a} \subseteq \mathcal {O}_K$$a⊆OK with unique prime divisor of minimal norm lying in S. …”
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A Study on The Effect of Temperature on Human Prion Protein Structure through Molecular Dynamic Simulation
Published 2015-03-01“…The results of this study show that, with 0.1 molar sodium chloride (natural density in tissues), a change in the temperature of environment from 37 ℃ (natural temperature of the body) to 27 ℃ or 47 ℃ leads to structural changes. …”
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Almost all orbits of the Collatz map attain almost bounded values
Published 2022-01-01“…Previously, it was shown by Korec that for any $\theta> \frac {\log 3}{\log 4} \approx 0.7924$ , one has ${\operatorname {Col}}_{\min }(N) \leq N^\theta $ for almost all $N \in \mathbb {N}+1$ (in the sense of natural density). In this paper, we show that for any function $f \colon \mathbb {N}+1 \to \mathbb {R}$ with $\lim _{N \to \infty } f(N)=+\infty $ , one has ${\operatorname {Col}}_{\min }(N) \leq f(N)$ for almost all $N \in \mathbb {N}+1$ (in the sense of logarithmic density). …”
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Effects of sandfish (Holothuria scabra) removal on shallow-water sediments in Fiji
Published 2018-05-01“…Three treatments were investigated: (i) high density (350 g m−2 wet weight; ca. 15 individuals); (ii) natural density (60 g m−2; ca. 3 individuals); and (iii) exclusion (0 g m−2). …”
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