Results 11 to 20 of about 6,804,387 (286)
Introduction. The paper considers an axisymmetric problem of elasticity theory for a radially inhomogeneous transversally isotopic nonclosed sphere containing none of the 0 and 𝜋 poles.
N. K. Akhmedov, S. M. Yusubova
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Construction of Solutions for Hénon-Type Equation with Critical Growth
We consider the following Hénon-type problem with critical growth:
Guo Yuxia, Liu Ting
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Shard Load Balancing Method Using State Reduction [PDF]
Sharding technology is one of the core technologies to solve the scalability problem of blockchain.When transactions in the P2P network are aggregated into established shards according to the rules,and the verification nodes are randomly and evenly ...
CHEN Jing, LI Zhi-huai, GAO Dong-xue, LI Min
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An Analytic Method for $S$-Expansion involving Resonance and Reduction [PDF]
In this paper we describe an analytic method able to give the multiplication table(s) of the set(s) involved in an $S$-expansion process (with either resonance or $0_S$-resonant-reduction) for reaching a target Lie (super)algebra from a starting one ...
Ipinza, M. C. +3 more
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Resonant semilinear Robin problems with a general potential
We consider a semilinear Robin problem driven by the Laplacian plus an indefinite and unbounded potential. The reaction term is a Carath\'eodory function which is resonant with respect to any nonprincipal eigenvalue both at $\pm \infty$ and 0.
Nikolaos Papageorgiou +2 more
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Mulatu Numbers Which Are Concatenation of Two Fibonacci Numbers
Let (M_k) be the sequence of Mulatu numbers defined by M_0=4, M_1=1, M_k=M_(k-1)+M_(k-2) and (F_k) be the Fibonacci sequence given by the recurrence F_k=F_(k-1)+F_(k-2) with the initial conditions F_0=0, F_1=1 for k≥2.
Fatih Erduvan, Merve Güney Duman
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Curious Generalized Fibonacci Numbers
A generalization of the well-known Fibonacci sequence is the k−Fibonacci sequence whose first k terms are 0,…,0,1 and each term afterwards is the sum of the preceding k terms. In this paper, we find all k-Fibonacci numbers that are curious numbers (i.e.,
Jose L. Herrera +2 more
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New symmetry reduction method for (1+1)-dimensional differential-difference equations
We propose a new symmetry reduction method for (1+1)-dimensional differential-difference equations (DDEs), namely, the λ-symmetry reduction method of solving ordinary differential equations is generalized to DDEs.
Jielin Lyu +3 more
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Ergonomic Risk Reduction Method in Aerospace Manufacturing [PDF]
In the aerospace manufacturing, lots of processes cannot be automated and are performed manually by skilled workers. Because there exist some human error mistakes in such manual working processes, root cause investigations of these mistakes are ...
Shigeshi Yamashita, Kodo Ito
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Empirical Model Reduction of Controlled Nonlinear Systems [PDF]
In this paper we introduce a new method of model reduction for nonlinear systems with inputs and outputs. The method requires only standard matrix computations, and when applied to linear systems results in the usual balanced truncation. For nonlinear
Glavaški, Sonja +2 more
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