نتایج جستجو برای: ψ

تعداد نتایج: 8567  

2004
Carsten Lutz

We will use K̂iφ as an abbreviation for ¬Ki¬φ and 〈φ〉ψ as an abbreviation for ¬[φ]¬ψ. Definition 2 (Semantics). An epistemic model (or model for short) is a triple M = (S,∼n, V ) with S a non-empty set of states, ∼i an equivalence relation for i < n, and V a function assigning a subset V (p) ⊆ S with each p ∈ PL. Given a modelM = (S,∼n, V ) and an s ∈ S, we define: M, s |= p iff s ∈ V (p) M, s |...

Journal: :Math. Oper. Res. 2010
Avishai Mandelbaum Kavita Ramanan

Given an oblique reflection map Γ and functions ψ, χ ∈ Dlim (the space of R -valued functions that have finite left and right limits at every point), the directional derivative ∇χΓ(ψ) of Γ along χ, evaluated at ψ, is defined to be the pointwise limit, as ε ↓ 0, of the family of functions ∇εχΓ(ψ) . = ε [Γ(ψ + εχ) − Γ(ψ)]. Directional derivatives are shown to exist and lie in Dlim for oblique ref...

2000
Mei Xiaochun

It is pointed out that the judgment condition of time reversal symmetry in the processes of particle interaction is that the Hamiltioians of systems satisfy the relation Ĥ(t) = Ĥ∗(−t). But this condition can not be satisfied actually in the current interaction theories, so the symmetry of time reversal does not exist actually in the current theories of particle interactions. In the current proo...

Journal: :Axioms 2023

We investigate a nonlinear, nonlocal, and fully coupled boundary value problem containing mixed (k,ψ^)-Hilfer fractional derivative (k,ψ^)-Riemann–Liouville integral operators. Existence uniqueness results for the given are proved with aid of standard fixed point theorems. Examples illustrating main presented. The paper concludes some interesting findings.

2001
Zhi-Wei Sun ZHI-WEI SUN

Let S be a set. For an arithmetical map ψ : Z → S, if for some n ∈ Z = {1, 2, 3, · · · } we have ψ(x+ n) = ψ(x) for all x ∈ Z, then we say that ψ is periodic modulo n and n is a period of ψ. Let P(S) denote the set of all periodic maps ψ : Z → S. If m,n ∈ Z are periods of a map ψ ∈ P(S), then the greatest common divisor (m,n) is also a period of ψ, for we can write (m,n) in the form am + bn wit...

2008
L. Gerland L. Frankfurt M. Strikman

Charm production in antiproton-nucleus collisions at the J/ψ and the ψ ′ thresholds Abstract We discuss the production of charmonium states in antiproton-nucleus collisions at the ψ ′ threshold. It is explained that measurements in ¯ pA collisions will allow to get new information about the strengths of the inelastic J/ψN and ψ ′ N interaction, on the production of Λc and ¯ D in charmonium-nucl...

Journal: :Physical review letters 2017
R Aaij B Adeva M Adinolfi Z Ajaltouni S Akar J Albrecht F Alessio M Alexander S Ali G Alkhazov P Alvarez Cartelle A A Alves S Amato S Amerio Y Amhis L An L Anderlini G Andreassi M Andreotti J E Andrews R B Appleby F Archilli P d'Argent J Arnau Romeu A Artamonov M Artuso E Aslanides G Auriemma M Baalouch I Babuschkin S Bachmann J J Back A Badalov C Baesso S Baker V Balagura W Baldini A Baranov R J Barlow C Barschel S Barsuk W Barter F Baryshnikov M Baszczyk V Batozskaya B Batsukh V Battista A Bay L Beaucourt J Beddow F Bedeschi I Bediaga A Beiter L J Bel V Bellee N Belloli K Belous I Belyaev E Ben-Haim G Bencivenni S Benson S Beranek A Berezhnoy R Bernet A Bertolin C Betancourt F Betti M-O Bettler M van Beuzekom Ia Bezshyiko S Bifani P Billoir T Bird A Birnkraut A Bitadze A Bizzeti T Blake F Blanc J Blouw S Blusk V Bocci T Boettcher A Bondar N Bondar W Bonivento I Bordyuzhin A Borgheresi S Borghi M Borisyak M Borsato F Bossu M Boubdir T J V Bowcock E Bowen C Bozzi S Braun M Britsch T Britton J Brodzicka E Buchanan C Burr A Bursche J Buytaert S Cadeddu R Calabrese M Calvi M Calvo Gomez A Camboni P Campana D H Campora Perez L Capriotti A Carbone G Carboni R Cardinale A Cardini P Carniti L Carson K Carvalho Akiba G Casse L Cassina L Castillo Garcia M Cattaneo G Cavallero R Cenci D Chamont M Charles Ph Charpentier G Chatzikonstantinidis M Chefdeville S Chen S-F Cheung V Chobanova M Chrzaszcz X Cid Vidal G Ciezarek P E L Clarke M Clemencic H V Cliff J Closier V Coco J Cogan E Cogneras V Cogoni L Cojocariu G Collazuol P Collins A Comerma-Montells A Contu A Cook G Coombs S Coquereau G Corti M Corvo C M Costa Sobral B Couturier G A Cowan D C Craik A Crocombe M Cruz Torres S Cunliffe R Currie C D'Ambrosio F Da Cunha Marinho E Dall'Occo J Dalseno P N Y David A Davis K De Bruyn S De Capua M De Cian J M De Miranda L De Paula M De Serio P De Simone C T Dean D Decamp M Deckenhoff L Del Buono M Demmer A Dendek D Derkach O Deschamps F Dettori B Dey A Di Canto H Dijkstra F Dordei M Dorigo A Dosil Suárez A Dovbnya K Dreimanis L Dufour G Dujany K Dungs P Durante R Dzhelyadin A Dziurda A Dzyuba N Déléage S Easo M Ebert U Egede V Egorychev S Eidelman S Eisenhardt U Eitschberger R Ekelhof L Eklund S Ely S Esen H M Evans T Evans A Falabella N Farley S Farry R Fay D Fazzini D Ferguson G Fernandez A Fernandez Prieto F Ferrari F Ferreira Rodrigues M Ferro-Luzzi S Filippov R A Fini M Fiore M Fiorini M Firlej C Fitzpatrick T Fiutowski F Fleuret K Fohl M Fontana F Fontanelli D C Forshaw R Forty V Franco Lima M Frank C Frei J Fu W Funk E Furfaro C Färber A Gallas Torreira D Galli S Gallorini S Gambetta M Gandelman P Gandini Y Gao L M Garcia Martin J García Pardiñas J Garra Tico L Garrido P J Garsed D Gascon C Gaspar L Gavardi G Gazzoni D Gerick E Gersabeck M Gersabeck T Gershon Ph Ghez S Gianì V Gibson O G Girard L Giubega K Gizdov V V Gligorov D Golubkov A Golutvin A Gomes I V Gorelov C Gotti E Govorkova R Graciani Diaz L A Granado Cardoso E Graugés E Graverini G Graziani A Grecu R Greim P Griffith L Grillo B R Gruberg Cazon O Grünberg E Gushchin Yu Guz T Gys C Göbel T Hadavizadeh C Hadjivasiliou G Haefeli C Haen S C Haines B Hamilton X Han S Hansmann-Menzemer N Harnew S T Harnew J Harrison M Hatch J He T Head A Heister K Hennessy P Henrard L Henry E van Herwijnen M Heß A Hicheur D Hill C Hombach H Hopchev W Hulsbergen T Humair M Hushchyn D Hutchcroft M Idzik P Ilten R Jacobsson A Jaeger J Jalocha E Jans A Jawahery F Jiang M John D Johnson C R Jones C Joram B Jost N Jurik S Kandybei M Karacson J M Kariuki S Karodia M Kecke M Kelsey M Kenzie T Ketel E Khairullin B Khanji C Khurewathanakul T Kirn S Klaver K Klimaszewski T Klimkovich S Koliiev M Kolpin I Komarov P Koppenburg A Kosmyntseva A Kozachuk M Kozeiha L Kravchuk K Kreplin M Kreps P Krokovny F Kruse W Krzemien W Kucewicz M Kucharczyk V Kudryavtsev A K Kuonen K Kurek T Kvaratskheliya D Lacarrere G Lafferty A Lai G Lanfranchi C Langenbruch T Latham C Lazzeroni R Le Gac J van Leerdam A Leflat J Lefrançois R Lefèvre F Lemaitre E Lemos Cid O Leroy T Lesiak B Leverington T Li Y Li T Likhomanenko R Lindner C Linn F Lionetto X Liu D Loh I Longstaff J H Lopes D Lucchesi M Lucio Martinez H Luo A Lupato E Luppi O Lupton A Lusiani X Lyu F Machefert F Maciuc O Maev K Maguire S Malde A Malinin T Maltsev G Manca G Mancinelli P Manning J Maratas J F Marchand U Marconi C Marin Benito M Marinangeli P Marino J Marks G Martellotti M Martin M Martinelli D Martinez Santos F Martinez Vidal D Martins Tostes L M Massacrier A Massafferri R Matev A Mathad Z Mathe C Matteuzzi A Mauri E Maurice B Maurin A Mazurov M McCann A McNab R McNulty B Meadows F Meier M Meissner D Melnychuk M Merk A Merli E Michielin D A Milanes M-N Minard D S Mitzel A Mogini J Molina Rodriguez I A Monroy S Monteil M Morandin P Morawski A Mordà M J Morello O Morgunova J Moron A B Morris R Mountain F Muheim M Mulder M Mussini D Müller J Müller K Müller V Müller P Naik T Nakada R Nandakumar A Nandi I Nasteva M Needham N Neri S Neubert N Neufeld M Neuner T D Nguyen C Nguyen-Mau S Nieswand R Niet N Nikitin T Nikodem A Nogay A Novoselov D P O'Hanlon A Oblakowska-Mucha V Obraztsov S Ogilvy O Okhrimenko R Oldeman C J G Onderwater J M Otalora Goicochea A Otto P Owen A Oyanguren P R Pais A Palano M Palutan A Papanestis

The production of J/ψ mesons in jets is studied in the forward region of proton-proton collisions using data collected with the LHCb detector at a center-of-mass energy of 13 TeV. The fraction of the jet transverse momentum carried by the J/ψ meson, z(J/ψ)≡p_{T}(J/ψ)/p_{T}(jet), is measured using jets with p_{T}(jet)>20  GeV in the pseudorapidity range 2.5<η(jet)<4.0. The observed z(J/ψ) distri...

1997
Takeo KOJIMA

We study the time and temperature dependent correlation functions for an impenetrable Bose gas with Neumann or Dirichlet boundary conditions 〈ψ(x1, 0)ψ(x2, t)〉±,T . We derive the Fredholm determinant formulae for the correlation functions, by means of the Bethe Ansatz. For the special case x1 = 0, we express correlation functions with Neumann boundary conditions 〈ψ(0, 0)ψ(x2, t)〉+,T , in terms ...

2004
Jonathan L. Rosner

The ψ ≡ ψ(3770) particle, lying just above DD̄ threshold, is a well-defined source of charmed particle pairs in ee collisions. It is now undergoing high-intensity studies at the CLEO Detector at Cornell [1] and the BES Detector in China [2]. Its couplings to charmless states are of interest for several reasons. (1) The production and decays of ψ depend on its composition of D1, S1, and DD̄ contin...

Journal: :Applied general topology 2022

In this paper, we present a new class of cyclic (noncyclic) α-ψ and β-ψ condensing operators survey the existence best proximity points (pairs) as well coupled in setting reflexive Busemann convex spaces. Then an application main result to study optimal solution for system differential equations is demonstrated.

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