Results 21 to 30 of about 117,839 (311)
Hölder-type spaces, singular operators, and fixed point theorems [PDF]
In this note, we give a sufficient condition for the existence of Hölder-type solutions to a class of fractional initial value problems involving Caputo derivatives.
López Brito, María Belén +4 more
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A Customized Semantic Segmentation Network for the Fingerprint Singular Point Detection
As one of the most important and obvious global features for fingerprints, the singular point plays an essential role in fingerprint registration and fingerprint classification.
Jiong Chen +4 more
doaj +1 more source
Singular Point Detection figures data [PDF]
Singular Point Detection ...
cabassi, R (via Mendeley Data)
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Analytic invariants associated with a parabolic fixed point in C2 [PDF]
It is well known that in a small neighbourhood of a parabolic fixed point a real-analytic diffeomorphism of (R2,0) embeds in a smooth autonomous flow.
Naudot, V., Gelfreich, Vassili
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Existence of positive solutions for singular four-point boundary value problem with a $p$-Laplacian [PDF]
summary:In this paper we deal with the four-point singular boundary value problem $$ \begin {cases} (\phi _p(u'(t)))'+q(t)f(t,u(t),u'(t))=0,& t\in (0,1),\\ u'(0)-\alpha u(\xi )=0, \quad u'(1)+\beta u(\eta )=0, \end {cases} $$ where $\phi _p(s)=|s|^{p-2}s$
Zhao, Junfang +6 more
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An analytic continuation of random analytic functions (in Ukrainian) [PDF]
Let $(eta_n(omega))$ be a sequence of independent randomvariables such that $eta_n(omega)$ takes the values $-1$ and$1$ with the probabilities $p_n$ and $1-p_n$, respectively. Put$q_n=min{p_n,1-p_n}$.
P. V. Filevych
doaj
In this paper, we consider the problem of obtaining the asymptotics of solutions of differential operators in a neighborhood of an irregular singular point.
Maria V. Korovina, Hovik A. Matevossian
doaj +1 more source
The Singular Part as Fixed Point [PDF]
The aim of this note is to investigate the Lebesgue decomposition theorem of nonnegative finite measures from a new point of view.
openaire +2 more sources
Parametric Expansions of an Algebraic Variety Near Its Singularities II
The paper is a continuation and completion of the paper Bruno, A.D.; Azimov, A.A. Parametric Expansions of an Algebraic Variety Near Its Singularities.
Alexander D. Bruno, Alijon A. Azimov
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Vector fields satisfying the barycenter property
We show that if a vector field X has the C1 robustly barycenter property then it does not have singularities and it is Axiom A without cycles. Moreover, if a generic C1-vector field has the barycenter property then it does not have singularities and it ...
Lee Manseob
doaj +1 more source

