Results 21 to 30 of about 624,774 (227)
Purification complexity without purifications
We generalize the Fubini-Study method for pure-state complexity to generic quantum states by taking Bures metric or quantum Fisher information metric (QFIM) on the space of density matrices as the complexity measure.
Shan-Ming Ruan
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The Fubini Theorem for Normal Lie Subgroups of Index 2n
In this paper we present a new proof to generalize the Fubini's Theorem for the even index subgroup of a compact Lie group, using a recent result on the semi-direct product of groups.
Leandro Nery de Oliveira +1 more
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Mean square synchronization for stochastic delayed neural networks via pinning impulsive control
The mean square synchronization for a class of general stochastic delayed neural networks is explored in this paper using pinning impulsive control (PIC). It is evident that PIC combines the profits of pinning control and impulsive control.
Yilin Li , Jianwen Feng, Jingyi Wang
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The general Fubini theorem in complete bornological locally convex spaces [PDF]
Ján Haluška, Ondrej Hutník
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Fubini's theorem in codimension two [PDF]
We classify codimension two analytic submanifolds X of projective space having the property that any line through a general point p having contact to order two with X at p automatically has contact to order three. We give applications to the study of the Debarre--de Jong conjecture, and of n-dimensional varieties whose Fano variety of lines has ...
Landsberg, J. M., Robles, Colleen
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Summary Fubini theorem is an essential tool for the analysis of high-dimensional space [8], [2], [3], a theorem about the multiple integral and iterated integral. The author has been working on formalizing Fubini’s theorem over the past few years [4], [6] in the Mizar system [7], [1].
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The connection between the Basel problem and a special integral [PDF]
By using Fubini theorem or Tonelli theorem, we find that the zeta function value at 2 is equal to a special integral. Furthermore, We find that this special integral is two times of another special integral.
Xu, Haifeng, Zhou, Jiuru
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Topology of random real hypersurfaces [PDF]
These are notes of the mini-course I gave during the CIMPA summer school at Villa de Leyva, Colombia, in July $2014$. The subject was my joint work with Damien Gayet on the topology of random real hypersurfaces, restricting myself to the case of ...
Welschinger, Jean-Yves
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zbMATH Open Web Interface contents unavailable due to conflicting licenses.
null Balcerzak +2 more
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Stability of reaction–diffusion systems with stochastic switching
In this paper, we investigate the stability for reaction systems with stochastic switching. Two types of switched models are considered: (i) Markov switching and (ii) independent and identically distributed switching.
Lijun Pan, Jinde Cao, Ahmed Alsaedi
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