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Initial-irregular oblique derivative problem for nonlinear parabolic equations of second order in multiply connected domains
Initial-irregular oblique derivative problem nonlinear parabolic equa-tions multiply connected domains
2014/9/26
n this article, we discuss that an initial-irregular oblique derivative problem for non-linear uniformly parabolic complex equation of second order
A0
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Order flow dynamics around extreme price changes on an emerging stock market
Order flow dynamics price changes emerging stock market
2010/4/27
We study the dynamics of order flows around large intraday price changes using ultra-high-frequency data from the Shenzhen Stock Exchange. We find a significant reversal of price for both intraday pri...
Nonexistence of (3,2,1)-conjugate r-orthogonal Latin Squares of Order v for r ∈ {v +2,v +3,v+5}
latin square r-orthogonal (3,2,1)-conjugate
2012/9/26
Two latin squares of order v ,()ijLl= and ( )ijM m = are called to be r-orthogonal if their superposition produces exactly r distinct ordered pairs, that is ,{( ) :1 , }ij ijlm ij v r = ≤≤ , whic...
Higher-order Integrality for Weak A -harmonic Tensors
interpolation Hodge decomposition weak A -harmonic tensor
2012/9/26
The higher integrality for the very weak solutions of the non-homogeneous A -harmonic equation (d) dAxg u dh∗∗,+ = is obtained using the result of Riesz transforms and interpolation.
A perturbation of m-order derivations on Banach algebras
m-order derivation approximate m-order derivation stability
2010/2/25
Let \A be a unital Banach algebra and let m, 1 \leq m \leq 4, be an integer. If f: \A \to \A is an approximate m-order derivation in the sense of Hyers-Ulam-Rassias, then f: \A \to \A is an exact m-or...
On High order Riesz Transformations Generated by Generalized Shift Operator
Shift Operator Riesz transformations
2010/3/5
In this paper, we determine high order Riesz transformations by using generalized shift operators and giving some of their properties.