Results 61 to 70 of about 960,078 (161)
Positive solutions of a second-order nonlinear Robin problem involving the first-order derivative
This paper is concerned with the second-order nonlinear Robin problem involving the first-order derivative: { u ″ + f ( t , u , u ′ ) = 0 , u ( 0 ) = u ′ ( 1 ) − α u ( 1 ) = 0 , $$ \textstyle\begin{cases} u''+f(t,u,u^{\prime })=0, \\ u(0)=u'(1)-\alpha u ...
Zhilin Yang
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The use of rhetorical strategies and other linguistic devices in the context of institutional communication on COVID-19 has been the subject of attention by linguists and commentators worldwide.
Gianmarco Fiorentini
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Unconscious Presentation of Object Affordances Evokes a Negative Compatibility Effect [PDF]
According to Gibson's (1979) theory of “affordances”, the environment is constantly bombarding the viewer with a multitude of possible actions. More recently, it has been suggested that the simple viewing of an object can automatically elicit motor plans
S Makris, K Yarrow
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An extension theorem for sober spaces and the Goldman topology
Goldman points of a topological space are defined in order to extend the notion of prime G-ideals of a ring. We associate to any topological space a new topology called Goldman topology. For sober spaces, we prove an extension theorem of continuous maps.
Ezzeddine Bouacida +3 more
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Probing R-parity violation in B-meson decays to a baryon and a light neutralino
We propose a search for B meson decays to a baryon plus missing energy at the Belle II experiment to probe supersymmetry with a GeV-scale lightest neutralino χ ~ 1 0 $$ {\overset{\sim }{\chi}}_1^0 $$ and R-parity violation (RPV).
Claudio O. Dib +5 more
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Riemann zeta zeros and prime number spectra in quantum field theory
The Riemann hypothesis states that all nontrivial zeros of the zeta function lie in the critical line $\Re(s)=1/2$. Hilbert and P\'olya suggested that one possible way to prove the Riemann hypothesis is to interpret the nontrivial zeros in the light of ...
Menezes, G. +2 more
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Molecular Topology Index of a Zero Divisor Graph on a Ring of Integers Modulo Prime Power Order
In chemistry, graph theory has been widely utilized to address molecular problems, with numerous applications in graph theory and ring theory within this field.
Didit Satriawan +4 more
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On the appearance of primes in linear recursive sequences
We present an application of difference equations to number theory by considering the set of linear second-order recursive relations, Un+2(R,Q)=RUn+1−QUn, U0=0, U1=1, and Vn+2(R,Q)=RVn+1−QVn, V0=2,  V1=R, where R and Q are relatively ...
John H. Jaroma
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We investigate the critical properties of the $S=1/2$ bond-alternating spin chain with a next-nearest-neighbor interaction in magnetic fields. By the numerical calculation and the exact solution based on the effective Hamiltonian, we show that there is a
D. C. Johnston +22 more
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Automorphisms of Regular Wreath Product 𝑝-Groups
We present a useful new characterization of the automorphisms of the regular wreath product group 𝑃 of a finite cyclic 𝑝-group by a finite cyclic 𝑝-group, for any prime 𝑝, and we discuss an application.
Jeffrey M. Riedl
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