Results 31 to 40 of about 2,147,453 (288)
BLOCKCHAIN IMPLEMENTATION AND PRINCIPAL-AGENT THEORY [PDF]
One of the biggest issues in organization in centuries is problem raised by the relationship between actor inside. This problem called principal-agent problem which explained by principal agent theory (PAT).
Ajeng Septiana WULANSARI
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Morita theory for Hopf algebroids, principal bibundles, and weak equivalences [PDF]
We show that two flat commutative Hopf algebroids are Morita equivalent if and only if they are weakly equivalent and if and only if there exists a principal bibundle connecting them.
Kaoutit, Laiachi El, Kowalzig, Niels
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Difference Equations: Disconjugacy, Principal Solutions, Green's Functions, Complete Monotonicity [PDF]
We find analogues of known results onnth order linear differential equations fornth order linear difference equations. These include the concept of disconjugacy, Pólya’s criterion for disconjugacy, Frobenius factorizations, generalized Sturm theorems, existence and properties of principal solutions, signs of Green’s functions, and completely monotone ...
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In order to address the non-circular plastic boundary of rock circular tunnels under non-hydrostatic pressures, a simple complex variable function for the stress in an elastic zone is firstly introduced by using the analogy method.
ZHANG Changguang 1, 2, LI Zonghui 1, MENG Xiangzhong 1, WANG Xiaolun 1, LI Tianbin 2
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Weakly Increasing Solutions of Equations with p-Mean Curvature Operator
Globally positive unbounded solutions, with zero derivative at infinity, are here considered for ordinary differential equations involving the generalized Euclidean mean curvature operator.
Zuzana Došlá +2 more
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Polyaxial strength criterion and closed-form solution for squeezing rock conditions
In this paper, a nonlinear strength criterion is proposed using the average of intermediate (σ2) and minor (σ3) principal stresses in place of σ3 in Ramamurthy (1994)'s strength criterion.
Rupesh Kumar Verma, Sarvesh Chandra
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Singular measure as principal eigenfunction of some nonlocal operators
In this paper, we are interested in the spectral properties of the generalised principal eigenvalue of some nonlocal operator. That is, we look for the existence of some particular solution $(\lambda,\phi)$ of a nonlocal operator. $$\int_{\O}K(x,y)\phi(y)
Coville, Jerome
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Principal solutions of positive linear Hamiltonian systems [PDF]
AbstractThe Hamiltonian system Y′ = BY + CZ, Z′ = – AY – B*Z is considered where the coefficients are continuous on I = [a, ∞, C = C* ≧ 0, and A = A* ≦ 0. A solution (Y, Z) satisfying Y*Z = Z*Y is defined to be principal (coprincipal) provided that (i) Y−1 exists on I (Z−1 exists on I) and (ii) as t→∞ ( as t → ∞).
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Antiprincipal solutions at infinity for symplectic systems on time scales
In this paper we introduce a new concept of antiprincipal solutions at infinity for symplectic systems on time scales. This concept complements the earlier notion of principal solutions at infinity for these systems by the second author and Šepitka ...
Iva Drimalova, Roman Simon Hilscher
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In this paper, a laser-based directed energy deposition (DED) technique is used to fabricate FeCoNiCr and CrMnFeCoNi multi-principal-element alloys (MPEAs).
Liufei Huang +8 more
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