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...Virginia]] – 15 May 2012) was an American mathematician, specializing in [[operator theory]]. He is known for the [[Stinespring factorization theorem]]. ...to make an impact in the larger community.<ref>{{cite web|title=What is an operator space? Notes to a lecture|author=Arveson, William|year=2008|website=math.be ...

| name = International Workshop on Operator Theory and its Applications ...cite web | title=NSF Award | series=IWOTA 2005 - International Workshop on Operator Theory and Applications | place=Storrs, CT | year=2005 | publisher = [[Nati ...

...ng|author=Olevskii, A. M.|title=Stability of the Schmidt orthogonalization operator|journal=Izv. Akad. Nauk SSSR Ser. Mat.|volume=34|issue=4|year=1970|pages=80 [[Category:Operator theorists]] ...

...19, [[Portland, Oregon]]) was an American mathematician, specializing in [[operator algebra]]s and [[representation theory]].<ref name="NAMS">{{cite journal|ed "[[C*-algebra]]s theory and [[operator algebra]]s, [[descriptive set theory]], [[Banach space]] theory, and [[quan ...

exploit the error-correcting properties of an arbitrary set of [[Pauli operator]]s. The sender's [[Pauli operator]]s do not necessarily have to form an ...

...mum principle" of [[potential theory]], there corresponds a [[Contraction (operator theory)|contraction]] [[Resolvent set|resolvent]] and associated sub-Markov [[Category:American probability theorists]] ...

In 2019, theorists considered the behavior of a wavepacket not merely dropped, but actively la ...al symmetry]] (or some other [[Unitary operator|unitary]] or [[Antiunitary operator|antiunitary]] symmetry<ref name="JanarekPRB"> ...

...also introduced a universal mathematical constant ([[Gauss–Kuzmin–Wirsing operator|Gauss-Kuzmin-Wirsing constant]]). [[Category:German number theorists]] ...

...l|last=Choie|first=YoungJu|date=1997-05-01|title=Jacobi forms and the heat operator|journal=Mathematische Zeitschrift|language=en|volume=225|issue=1|pages=95–1 [[Category:Number theorists]] ...

...rem of CR Structures of <math>n\geq 4</math> (the local solvability of the operator <math>\overline{\partial_b}</math> in the abstract sense)|journal=[[Memoirs [[Category:Partial differential equation theorists]] ...

...ion]]s on <math>S</math>. The [[Spectral theorem for the Laplace--Beltrami operator|spectral theorem]] in Riemannian geometry states that there exists an [[Hil ...form]]s. The eigenvalues of <math>\Delta</math> are of interest for number theorists, as well as the distribution and [[???|nodal set]]s of the <math>\phi_n</ma ...

...lts are in [[functional analysis]], [[ordinary differential equations]], [[operator theory]], [[topological groups]], [[Lie groups]], and [[abstract harmonic a | journal=Journal of Operator Theory ...

...} | {{harvnb|Peregrin|Svoboda|2016|p=58-9}} }}</ref> For this reason, some theorists, like Peregrin and Svoboda, have argued that it is not a form of translati ...l conception.<ref>{{harvnb|Brun|2003|p=59-60}}</ref> For this reason, some theorists like Georg Brun identify a pure branch of logic and contrast it with applie ...

...This visual quality has led to graph C*-algebras being referred to as "[[operator algebra]]s we can see."<ref>2004 NSF-CBMS Conference on Graph Algebras [htt ...by C*-algebraists differs slightly from that used by [[graph theory|graph theorists]]. The term '''graph''' is typically taken to mean a [[directed graph]] <m ...

...math> is equal to the product of the [[Pauli_matrices|Pauli <math>Z</math> operator]] on all four edges adjacent to vertex <math>v</math> and perpendicular to ...he rectangle <math>R</math> to infinity. The fact that a nonlocal membrane operator acts on the ground state to produce an isolated fracton is analogous to how ...

...tions|right ideals and left ideals]]. It is common for noncommutative ring theorists to enforce a condition on one of these types of ideals while not requiring ...adjoining a formal inverse ''D''^&minus;1 for a differentiation operator ''D''. This is done in many contexts in methods for [[differential equation ...

...]]s with incomplete information), the MZ operator becomes an infinitesimal operator at the core of the theory of such games.<ref>Cardaliaguet P (2007) Differen [[Category:Game theorists]] ...

...icle theorists |url=https://physicsworld.com/a/wolf-prize-goes-to-particle-theorists/ |access-date=2024-04-10 |website=Physics World |language=en-GB}}</ref> and ...r bosons".<ref name="higgs64"/> ([[Frank Close]] comments that 1960s gauge theorists were focused on the problem of massless ''vector'' bosons, and the implied ...

...–29}} he proves the same theorem dropping the hypothesis of [[self-adjoint operator|self-adjointness]]. He is, according to {{Harvtxt|Oleinik|1997}}, the found ...inear operator]]s as [[argument]]s, not necessarily [[partial differential operator]]s. ...

...ems, like [[first-order logic]], qualify as logics. For such reasons, some theorists deny that [[higher-order logic]]s are logics in the strict sense.{{sfnm|1a1 ...".{{sfnm|1a1=Maltby|1a2=Day|1a3=Macaskill|1y=2007|2a1=Dowden|1p=564}} Some theorists state that formal logic studies the general form of arguments while informa ...