نتایج جستجو برای: quasi sensitivity

تعداد نتایج: 417089  

2011
ALIREZA KAMEL MIRMOSTAFAEE

Parallel to the concept of quasi-separate continuity, we define a notion for quasi-oscillation of a mapping f : X × Y → R. We also introduce a topological game on X to approximate the oscillation of f . It follows that under suitable conditions, every quasi-separately continuous mapping f : X×Y → R has the Namioka property. An illuminating example is also given.

Journal: :Journal of Approximation Theory 2014
Paul Sablonnière

In this paper, the expression of Weierstrass operators as differential operators on polynomials is used for the construction of associated quasi-interpolants. Then the convergence properties of these operators are studied. AMS Classification: 41A35.

Journal: :Physical review letters 2001
B Abbott A Abdesselam M Abolins V Abramov B S Acharya D L Adams M Adams G A Alves N Amos E W Anderson M M Baarmand V V Babintsev L Babukhadia T C Bacon A Baden B Baldin P W Balm S Banerjee E Barberis P Baringer J F Bartlett U Bassler D Bauer A Bean M Begel A Belyaev S B Beri G Bernardi I Bertram A Besson R Beuselinck V A Bezzubov P C Bhat V Bhatnagar M Bhattacharjee G Blazey S Blessing A Boehnlein N I Bojko F Borcherding A Brandt R Breedon G Briskin R Brock G Brooijmans A Bross D Buchholz M Buehler V Buescher V S Burtovoi J M Butler F Canelli W Carvalho D Casey Z Casilum H Castilla-Valdez D Chakraborty K M Chan S V Chekulaev D K Cho S Choi S Chopra J H Christenson M Chung D Claes A R Clark J Cochran L Coney B Connolly W E Cooper D Coppage M A Cummings D Cutts G A Davis K Davis K De K Del Signore M Demarteau R Demina P Demine D Denisov S P Denisov S Desai H T Diehl M Diesburg G Di Loreto S Doulas P Draper Y Ducros L V Dudko S Duensing L Duflot S R Dugad A Dyshkant D Edmunds J Ellison V D Elvira R Engelmann S Eno G Eppley P Ermolov O V Eroshin J Estrada H Evans V N Evdokimov T Fahland S Feher D Fein T Ferbel F Filthaut H E Fisk Y Fisyak E Flattum F Fleuret M Fortner K C Frame S Fuess E Gallas A N Galyaev M Gao V Gavrilov R J Genik K Genser C E Gerber Y Gershtein R Gilmartin G Ginther B Gómez G Gómez P I Goncharov J L González Solís H Gordon L T Goss K Gounder A Goussiou N Graf G Graham P D Grannis J A Green H Greenlee S Grinstein L Groer S Grünendahl A Gupta S N Gurzhiev G Gutierrez P Gutierrez N J Hadley H Haggerty S Hagopian V Hagopian K S Hahn R E Hall P Hanlet S Hansen J M Hauptman C Hays C Hebert D Hedin A P Heinson U Heintz T Heuring R Hirosky J D Hobbs B Hoeneisen J S Hoftun S Hou Y Huang R Illingworth A S Ito M Jaffré S A Jerger R Jesik K Johns M Johnson A Jonckheere M Jones H Jöstlein A Juste S Kahn E Kajfasz D Karmanov D Karmgard S K Kim B Klima C Klopfenstein B Knuteson W Ko J M Kohli A V Kostritskiy J Kotcher A V Kotwal A V Kozelov E A Kozlovsky J Krane M R Krishnaswamy S Krzywdzinski M Kubantsev S Kuleshov Y Kulik S Kunori V E Kuznetsov G Landsberg A Leflat C Leggett F Lehner J Li Q Z Li J G Lima D Lincoln S L Linn J Linnemann R Lipton A Lucotte L Lueking C Lundstedt C Luo A K Maciel R J Madaras V Manankov H S Mao T Marshall M I Martin R D Martin K M Mauritz B May A A Mayorov R McCarthy J McDonald T McMahon H L Melanson X C Meng M Merkin K W Merritt C Miao H Miettinen D Mihalcea C S Mishra N Mokhov N K Mondal H E Montgomery R W Moore M Mostafa H da Motta E Nagy F Nang M Narain V S Narasimham H A Neal J P Negret S Negroni D Norman T Nunnemann L Oesch V Oguri B Olivier N Oshima P Padley L J Pan K Papageorgiou A Para N Parashar R Partridge N Parua M Paterno A Patwa B Pawlik J Perkins M Peters O Peters P Pétroff R Piegaia H Piekarz B G Pope E Popkov H B Prosper S Protopopescu J Qian P Z Quintas R Raja S Rajagopalan E Ramberg P A Rapidis N W Reay S Reucroft J Rha M Ridel M Rijssenbeek T Rockwell M Roco P Rubinov R Ruchti J Rutherfoord A Santoro L Sawyer R D Schamberger H Schellman A Schwartzman N Sen E Shabalina R K Shivpuri D Shpakov M Shupe R A Sidwell V Simak H Singh J B Singh V Sirotenko P Slattery E Smith R P Smith R Snihur G R Snow J Snow S Snyder J Solomon V Sorín M Sosebee N Sotnikova K Soustruznik M Souza N R Stanton G Steinbrück R W Stephens F Stichelbaut D Stoker V Stolin D A Stoyanova M Strauss M Strovink L Stutte A Sznajder W Taylor S Tentindo-Repond J Thompson D Toback S M Tripathi T G Trippe A S Turcot P M Tuts P van Gemmeren V Vaniev R Van Kooten N Varelas A A Volkov A P Vorobiev H D Wahl H Wang Z M Wang J Warchol G Watts M Wayne H Weerts A White J T White D Whiteson J A Wightman D A Wijngaarden S Willis S J Wimpenny J V Wirjawan J Womersley D R Wood R Yamada P Yamin T Yasuda K Yip S Youssef J Yu Z Yu M Zanabria H Zheng Z Zhou M Zielinski D Zieminska A Zieminski V Zutshi E G Zverev A Zylberstejn

We apply a quasi-model-independent strategy ("Sleuth") to search for new high p(T) physics in approximately 100 pb(-1) of pp collisions at square root of (s) = 1.8 TeV collected by the D0 experiment during 1992-1996 at the Fermilab Tevatron. We systematically analyze many exclusive final states and demonstrate sensitivity to a variety of models predicting new phenomena at the electroweak scale....

2016
Jie Miao Xu Yang

A mathematical model to price convertible bonds involving mixed fractional Brownian motion with jumps is presented. We obtain a general pricing formula using the risk neutral pricing principle and quasi-conditional expectation. The sensitivity of the price to changing various parameters is discussed. Theoretical prices from our jump mixed fractional Brownian motion model are compared with the p...

Journal: :Applied Mathematics and Computation 1999
E. Kazantsev

Local Lyapunov exponents of the quasi-geostrophic ocean dynamics.

Journal: :Social Choice and Welfare 2012
Walter Bossert Kotaro Suzumura

We examine properties of binary relations that complement quasi-transitivity and Suzumura consistency in the sense that they, together with the original axiom(s), are equivalent to transitivity. In general, the conjunction of quasi-transitivity and Suzumura consistency is strictly weaker than transitivity but in the case of collective choice rules that satisfy further properties, the conjunctio...

Journal: :Formalized Mathematics 2008
Tao Sun Weibo Pan Chenglong Wu Xiquan Liang

It is known that commutative BCK-algebras form a variety, but BCK-algebras do not [4]. Therefore H. Yutani introduced the notion of quasicommutative BCK-algebras. In this article we first present the notion and general theory of quasi-commutative BCI-algebras. Then we discuss the reduction of the type of quasi-commutative BCK-algebras and some special classes of quasicommutative BCI-algebras.

Journal: :Inf. Process. Lett. 2009
Krzysztof Majewski Nicholas Pippenger

A Boolean function is symmetric if it is invariant under all permutations of its arguments; it is quasi-symmetric if it is symmetric with respect to the arguments on which it actually depends. We present a test that accepts every quasi-symmetric function and, except with an error probability at most δ > 0, rejects every function that differs from every quasi-symmetric function on at least a fra...

Journal: :J. Sci. Comput. 2006
H. T. Banks Vrushali A. Bokil Doina Cioranescu Nathan L. Gibson Georges Griso Bernadette Miara

In this paper we employ the periodic unfolding method for simulating the electromagnetic field in a composite material exhibiting heterogeneous microstructures which are described by spatially periodic parameters. We consider cell problems to calculate the effective parameters for a Debye dielectric medium in the cases of circular and square microstructures in two dimensions. We assume that the...

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