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Page 4686 of Mathematical Reviews Vol. , Issue 93i [page]

<span title="">1993</span> <i title="American Mathematical Society"> <a target="_blank" rel="noopener" href="https://archive.org/details/pub_mathematical-reviews" style="color: black;">Mathematical Reviews </a> </i> &nbsp;
But for the authors, an arbitrary extension is an arbitrary set, i.e., by an arbitrary extension they mean only what is comprehended by a universal quantifier over sets in the sense of the iterative concept  ...  Contrary to the anti-psychologism that has been almost universally accepted since Frege, mathematical concepts are supposed to be actual thought processes in the brain.  ... 
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Page 4830 of Mathematical Reviews Vol. , Issue 81M [page]

<span title="">1981</span> <i title="American Mathematical Society"> <a target="_blank" rel="noopener" href="https://archive.org/details/pub_mathematical-reviews" style="color: black;">Mathematical Reviews </a> </i> &nbsp;
Kyoto University, Research Institute for Mathematical Sciences, Kyoto, 1979. pp. i-ii and 1-185.  ...  Cassinelli, Prob- lems of the proposition-state structure of quantum mechanics (Pp. ee  ... 
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Page 1236 of Mathematical Reviews Vol. 57, Issue 4 [page]

<span title="">1979</span> <i title="American Mathematical Society"> <a target="_blank" rel="noopener" href="https://archive.org/details/pub_mathematical-reviews" style="color: black;">Mathematical Reviews </a> </i> &nbsp;
Section III shows how these relations lead to generalized nets of theory- elements which depict the logical structure of the claims of empirical science and their development over time.  ...  Band II: Reinhardt Grossmann, Structures, functions, and forms (pp. 11-32); Wolfgang Carl, Freges Unterscheidung von Gegenstand und Begriff (pp. 33-49); Eike-Henner W.  ... 
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Frege – The Unintentional Linguist. On Frege's Views of Language in the Context of 19th Century German Linguistics

Karsten Hvidtfelt Nielsen
<span title="2008-05-01">2008</span> <i title="Aarhus University Library"> <a target="_blank" rel="noopener" href="https://fatcat.wiki/container/s7or4m62vneyfpwp7kviwgo3xi" style="color: black;">Tidsskrift for Sprogforskning</a> </i> &nbsp;
Der zweite Teil des Aufsatzes enthält eine Rekonstruktion von Freges logischer Grammatik sowie eine Darstellung des linguistischen Argumentes, das für Freges endgültiges (und tragisches) Akzept vom Sprachskeptizismus  ...  Sein ganzes berufliches Leben hindurch betrachtete Frege die Sprache als eine gefährliche Bedrohung des wissenschaftlichen Erkennens, der mit allen Mitteln der Logik zu begegnen war.  ...  Finally, we have the domain of what Frege called Bedeutungen. There have been some discussions over Frege's choice of the word Bedeutung (and over what could be the proper translation).  ... 
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Reality is not structured

Jeremy Goodman
<span title="2016-10-05">2016</span> <i title="Oxford University Press (OUP)"> <a target="_blank" rel="noopener" href="https://fatcat.wiki/container/kn5lsaljtrd35hnl6s2apxxzau" style="color: black;">Analysis</a> </i> &nbsp;
When confronted with the alleged paradox, Frege agreed that reality was not structured, but maintained that propositions (i.e. thoughts) were structured all the same.  ...  I do so by formulating a higher-order analogue of Russell's paradox of structured propositions. I then relate this argument to the Frege-Russell correspondence.  ...  with the identification of X and Y.rEALITY IS NOT STRUCTURED | 3 at New York University on October 5, 2016 http://analysis.oxfordjournals.org/ Downloaded from See Frege (1980). 6 See Rieger (2002  ... 
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Page 4730 of Mathematical Reviews Vol. , Issue 92i [page]

<span title="">1992</span> <i title="American Mathematical Society"> <a target="_blank" rel="noopener" href="https://archive.org/details/pub_mathematical-reviews" style="color: black;">Mathematical Reviews </a> </i> &nbsp;
Three kinds of structures called Frege structures with inductively defined predicates, Frege structures with proof objects, and proof structures are also introduced.  ...  These structures are obtained by generalizing certain aspects of RPT and they are all closely related to Frege structures.”  ... 
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Frege, hilbert, and the conceptual structure of model theory

William Demopoulos
<span title="">1994</span> <i title="Informa UK Limited"> <a target="_blank" rel="noopener" href="https://fatcat.wiki/container/i5tzwd3i7re5rjgpslawhbsqeq" style="color: black;">History and Philosophy of Logic</a> </i> &nbsp;
I argue that these two preronceptions prevented Frege from achieving the conceptual structure of model theory, whereas Hilbert, at least in his practice, was quite close to the model-theoretic point of  ...  Frege, e.g., succeeded in formulating the notion of logical consequence, at least to the extent that Bolzano did; the point is rather that even though Frege had certain semantic concepts, he did not articulate  ...  be comparing universal sentences with their instances.  ... 
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Page 7527 of Mathematical Reviews Vol. , Issue 98M [page]

<span title="">1998</span> <i title="American Mathematical Society"> <a target="_blank" rel="noopener" href="https://archive.org/details/pub_mathematical-reviews" style="color: black;">Mathematical Reviews </a> </i> &nbsp;
By & the author denotes a structure over &. Let A be the universe of ; then A denotes the underlying algebra (A, Fy) or (A, Rw), where Fy ={f"%: f € F}, and Ry ={r*: re R}.  ...  The universe A itself may be empty. Variables range over the augmented universe, and the latter is also the domain of quan- tification for 3 and V.  ... 
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Set Theory and Nominalization, Part I

FAIROUZ KAMAREDDINE
<span title="">1992</span> <i title="Oxford University Press (OUP)"> <a target="_blank" rel="noopener" href="https://fatcat.wiki/container/crzmi3qeiramtlvcrfycib3qg4" style="color: black;">Journal of Logic and Computation</a> </i> &nbsp;
The use of Frege structures will allow us to keep to two-valued logic; also we can quantify over all our nominalised items, which is another advantage.  ...  Also most of our structures get reproduced at each level. For instance, universal classes, numbers and Boolean algebras.  ... 
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The Nature and Purpose of Numbers

G. Aldo Antonelli
<span title="">2010</span> <i title="Philosophy Documentation Center"> <a target="_blank" rel="noopener" href="https://fatcat.wiki/container/fgankqci2zhzfnix4etnznpn3u" style="color: black;">Journal of Philosophy</a> </i> &nbsp;
questions) over their structural ones.  ...  Abstract entities are obtained through the application of an abstraction operator to what Frege would have called a concept, and which we will also refer to as a (possibly complex) predicate -as long as  ...  On such a general interpretation second-order quantifiers are taken to range not over the "true" power-set of D, but over some previously given "universe" comprising some, but not necessarily all, subsets  ... 
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Signs Conveying Information

Frederik Stjernfelt
<span title="">2011</span> <i title="IGI Global"> <a target="_blank" rel="noopener" href="https://fatcat.wiki/container/ebw6susbkfdwxpostuvsucwwci" style="color: black;">International Journal of Signs and Semiotic Systems</a> </i> &nbsp;
They possess, in some way, a Subject-Predicate structure. The formal part of this analysis of a proposition is largely shared by Frege and Peirce.  ...  This is not true, and the goal of this paper is to give an overview over Peirce's notion of Dicisign as well as to highlight those aspects of it which differ form the received notion of propositions in  ... 
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Page 764 of Mathematical Reviews Vol. , Issue 2004b [page]

<span title="">2004</span> <i title="American Mathematical Society"> <a target="_blank" rel="noopener" href="https://archive.org/details/pub_mathematical-reviews" style="color: black;">Mathematical Reviews </a> </i> &nbsp;
over Frege structures.  ...  Next, universes over Frege structures are introduced. One defines s €t:=T(ts).  ... 
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Reply to Cook, Rossberg and Wehmeier

Patricia Blanchette
<span title="2015-08-31">2015</span> <i title="McMaster University Library Press"> <a target="_blank" rel="noopener" href="https://fatcat.wiki/container/k2dli5jxyrgm5nxeap7f6mik4a" style="color: black;">Journal for the History of Analytical Philosophy</a> </i> &nbsp;
must be defined over the Eiffel Tower, is a thesis that, in my view, Frege never held.  ...  In reply, let me begin with a certain amount of agreement: any position from which it is impossible or even difficult to understand universal first-level quantification (or universal n-level quantification  ... 
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Frege on Multiple Analyses and the Essential Articulatedness of Thought

Silver Bronzo
<span title="2017-10-19">2017</span> <i title="McMaster University Library Press"> <a target="_blank" rel="noopener" href="https://fatcat.wiki/container/k2dli5jxyrgm5nxeap7f6mik4a" style="color: black;">Journal for the History of Analytical Philosophy</a> </i> &nbsp;
Frege appears to hold both (a) that thoughts are internally articulated, in a way that mirrors the semantic articulation of the sentences that express them, and (b) that the same thought can be analyzed  ...  Commentators have often taken these theses to be mutually incompatible and have tended to polarize into two camps, each of which attributes to Frege one of the theses, but maintains that he is only apparently  ...  Silver Bronzo National Research University Higher School of Economics, Moscow silver.bronzo@gmail.com  ... 
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Our Knowledge of Numbers as Self-Subsistent Objects

William Demopoulos
<span title="2005-07-27">2005</span> <i title="Wiley"> <a target="_blank" rel="noopener" href="https://fatcat.wiki/container/qzr27jqntvh4hlr767kpl6tocu" style="color: black;">Dialectica</a> </i> &nbsp;
Although Frege was undoubtedly concerned with both questions, a goal of the present paper is to argue that his success in securing the objectivity of arithmetic depends on a less contentious commitment  ...  Frege arithmetic and recovering N from a Frege structure, rather than proceeding in the opposite direction by recovering a Frege structure from N.  ...  Bell shows that the procedures by which one passes from minimal Frege structures to models of Peano arithmetic and from models of Peano arithmetic to minimal Frege structures are mutually inverse to one  ... 
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