[{"issue":"3","publication_status":"published","citation":{"apa":"Milkov, N. (2023). Bertrand Russell’s Philosophical Logic and its Logical Forms. <i>Athens Journal of Philosophy</i>, <i>2</i>(3), 193–209. <a href=\"https://doi.org/10.30958/ajphil.2-3-3\">https://doi.org/10.30958/ajphil.2-3-3</a>","mla":"Milkov, Nikolay. “Bertrand Russell’s Philosophical Logic and Its Logical Forms.” <i>Athens Journal of Philosophy</i>, vol. 2, no. 3, 2023, pp. 193–209, doi:<a href=\"https://doi.org/10.30958/ajphil.2-3-3\">10.30958/ajphil.2-3-3</a>.","short":"N. Milkov, Athens Journal of Philosophy 2 (2023) 193–209.","bibtex":"@article{Milkov_2023, title={Bertrand Russell’s Philosophical Logic and its Logical Forms}, volume={2}, DOI={<a href=\"https://doi.org/10.30958/ajphil.2-3-3\">10.30958/ajphil.2-3-3</a>}, number={3}, journal={Athens Journal of Philosophy}, author={Milkov, Nikolay}, year={2023}, pages={193–209} }","chicago":"Milkov, Nikolay. “Bertrand Russell’s Philosophical Logic and Its Logical Forms.” <i>Athens Journal of Philosophy</i> 2, no. 3 (2023): 193–209. <a href=\"https://doi.org/10.30958/ajphil.2-3-3\">https://doi.org/10.30958/ajphil.2-3-3</a>.","ieee":"N. Milkov, “Bertrand Russell’s Philosophical Logic and its Logical Forms,” <i>Athens Journal of Philosophy</i>, vol. 2, no. 3, pp. 193–209, 2023, doi: <a href=\"https://doi.org/10.30958/ajphil.2-3-3\">10.30958/ajphil.2-3-3</a>.","ama":"Milkov N. Bertrand Russell’s Philosophical Logic and its Logical Forms. <i>Athens Journal of Philosophy</i>. 2023;2(3):193-209. doi:<a href=\"https://doi.org/10.30958/ajphil.2-3-3\">10.30958/ajphil.2-3-3</a>"},"page":"193-209","intvolume":"         2","year":"2023","author":[{"first_name":"Nikolay","id":"357","full_name":"Milkov, Nikolay","last_name":"Milkov"}],"date_created":"2024-07-14T16:27:50Z","volume":2,"date_updated":"2025-02-24T18:47:46Z","doi":"10.30958/ajphil.2-3-3","title":"Bertrand Russell’s Philosophical Logic and its Logical Forms","type":"journal_article","publication":"Athens Journal of Philosophy","status":"public","abstract":[{"lang":"eng","text":"From 1901 to 1919, Russell persistently maintained that there were two kinds of logic and distinguished between one and the other as mathematical logic and philosophical logic. In this paper, we discuss the concept of philosophical logic, as used by Russell. This was only a tentative program that Russell did not clarify in detail; therefore, our task will be to make it explicit. We shall show that there are three (-and-a-half) kinds of Russellian philosophical logic: (i) “pure logic”; (ii) philosophical logic investigating the logical forms of propositions; (iii) philosophical logic exploring the logical forms of facts: in epistemology and in the external world. In particular, Russell’s program or philosophical logic of the facts of the external world remained less than sketchily outlined.  "}],"user_id":"357","department":[{"_id":"520"},{"_id":"813"}],"_id":"55236","language":[{"iso":"eng"}],"keyword":["Russell","mathematical logic","philosophical logic","Wittgenstein"]},{"publication":"zbMATH Open, Zbl 1481.01035","type":"review","status":"public","department":[{"_id":"520"}],"user_id":"391","_id":"32336","language":[{"iso":"eng"}],"citation":{"ieee":"V. Peckhaus, “Stuhlmann-Laeisz, Gottlob Freges ‘Grundgesetze der Arithmetik’. Ein Kommentar des Vorworts, des Nachworts und der einleitenden Paragrafen, mentis Verlag: Paderborn 2020,” <i>zbMATH Open, Zbl 1481.01035</i>. 2022.","chicago":"Peckhaus, Volker. “Stuhlmann-Laeisz, Gottlob Freges ‘Grundgesetze Der Arithmetik’. Ein Kommentar Des Vorworts, Des Nachworts Und Der Einleitenden Paragrafen, Mentis Verlag: Paderborn 2020.” <i>ZbMATH Open, Zbl 1481.01035</i>, 2022.","ama":"Peckhaus V. Stuhlmann-Laeisz, Gottlob Freges “Grundgesetze der Arithmetik”. Ein Kommentar des Vorworts, des Nachworts und der einleitenden Paragrafen, mentis Verlag: Paderborn 2020. <i>zbMATH Open, Zbl 148101035</i>. Published online 2022.","apa":"Peckhaus, V. (2022). Stuhlmann-Laeisz, Gottlob Freges “Grundgesetze der Arithmetik”. Ein Kommentar des Vorworts, des Nachworts und der einleitenden Paragrafen, mentis Verlag: Paderborn 2020. In <i>zbMATH Open, Zbl 1481.01035</i>.","bibtex":"@article{Peckhaus_2022, title={Stuhlmann-Laeisz, Gottlob Freges “Grundgesetze der Arithmetik”. Ein Kommentar des Vorworts, des Nachworts und der einleitenden Paragrafen, mentis Verlag: Paderborn 2020}, journal={zbMATH Open, Zbl 1481.01035}, author={Peckhaus, Volker}, year={2022} }","short":"V. Peckhaus, ZbMATH Open, Zbl 1481.01035 (2022).","mla":"Peckhaus, Volker. “Stuhlmann-Laeisz, Gottlob Freges ‘Grundgesetze Der Arithmetik’. Ein Kommentar Des Vorworts, Des Nachworts Und Der Einleitenden Paragrafen, Mentis Verlag: Paderborn 2020.” <i>ZbMATH Open, Zbl 1481.01035</i>, 2022."},"year":"2022","author":[{"id":"391","full_name":"Peckhaus, Volker","last_name":"Peckhaus","first_name":"Volker"}],"date_created":"2022-07-09T18:02:04Z","oa":"1","date_updated":"2024-06-12T14:58:11Z","main_file_link":[{"url":"https://zbmath.org/1481.01035","open_access":"1"}],"title":"Stuhlmann-Laeisz, Gottlob Freges \"Grundgesetze der Arithmetik\". Ein Kommentar des Vorworts, des Nachworts und der einleitenden Paragrafen, mentis Verlag: Paderborn 2020"},{"_id":"32457","department":[{"_id":"520"}],"user_id":"391","article_number":"Zbl. 07465331","language":[{"iso":"ger"}],"publication":"zbMATH Open, Zbl 1484.01013","type":"review","status":"public","date_updated":"2024-06-12T15:05:27Z","oa":"1","date_created":"2022-08-02T08:34:54Z","author":[{"first_name":"Volker","full_name":"Peckhaus, Volker","id":"391","last_name":"Peckhaus"}],"title":"Neuwirth, Stefan, “Lorenzen’s Reshaping of Krull’s Fundamentalsatz for Integral Domains (1938–1953)”, in: Gerhard Heinzmann et al. (eds.), Paul Lorenzen – Mathematician and Logician, Springer: Cham 2021 (Logic, Epistemology, and the Unity of Science; 51), 143–183.","main_file_link":[{"open_access":"1","url":"https://zbmath.org/1484.01013"}],"year":"2022","citation":{"ieee":"V. Peckhaus, “Neuwirth, Stefan, ‘Lorenzen’s Reshaping of Krull’s Fundamentalsatz for Integral Domains (1938–1953)’, in: Gerhard Heinzmann et al. (eds.), Paul Lorenzen – Mathematician and Logician, Springer: Cham 2021 (Logic, Epistemology, and the Unity of Science; 51), 143–183.,” <i>zbMATH Open, Zbl 1484.01013</i>. 2022.","chicago":"Peckhaus, Volker. “Neuwirth, Stefan, ‘Lorenzen’s Reshaping of Krull’s Fundamentalsatz for Integral Domains (1938–1953)’, in: Gerhard Heinzmann et al. (eds.), Paul Lorenzen – Mathematician and Logician, Springer: Cham 2021 (Logic, Epistemology, and the Unity of Science; 51), 143–183.” <i>zbMATH Open, Zbl 1484.01013</i>, 2022.","ama":"Peckhaus V. Neuwirth, Stefan, “Lorenzen’s Reshaping of Krull’s Fundamentalsatz for Integral Domains (1938–1953)”, in: Gerhard Heinzmann et al. (eds.), Paul Lorenzen – Mathematician and Logician, Springer: Cham 2021 (Logic, Epistemology, and the Unity of Science; 51), 143–183. <i>zbMATH Open, Zbl 148401013</i>. Published online 2022.","bibtex":"@article{Peckhaus_2022, title={Neuwirth, Stefan, “Lorenzen’s Reshaping of Krull’s Fundamentalsatz for Integral Domains (1938–1953)”, in: Gerhard Heinzmann et al. (eds.), Paul Lorenzen – Mathematician and Logician, Springer: Cham 2021 (Logic, Epistemology, and the Unity of Science; 51), 143–183.}, number={Zbl. 07465331}, journal={zbMATH Open, Zbl 1484.01013}, author={Peckhaus, Volker}, year={2022} }","short":"V. Peckhaus, zbMATH Open, Zbl 1484.01013 (2022).","mla":"Peckhaus, Volker. “Neuwirth, Stefan, ‘Lorenzen’s Reshaping of Krull’s Fundamentalsatz for Integral Domains (1938–1953)’, in: Gerhard Heinzmann et al. (eds.), Paul Lorenzen – Mathematician and Logician, Springer: Cham 2021 (Logic, Epistemology, and the Unity of Science; 51), 143–183.” <i>zbMATH Open, Zbl 1484.01013</i>, Zbl. 07465331, 2022.","apa":"Peckhaus, V. (2022). Neuwirth, Stefan, “Lorenzen’s Reshaping of Krull’s Fundamentalsatz for Integral Domains (1938–1953)”, in: Gerhard Heinzmann et al. (eds.), Paul Lorenzen – Mathematician and Logician, Springer: Cham 2021 (Logic, Epistemology, and the Unity of Science; 51), 143–183. In <i>zbMATH Open, Zbl 1484.01013</i> (Zbl. 07465331)."}},{"publication":"zbMATH Open, Zbl 1495.01012","type":"review","status":"public","_id":"37073","department":[{"_id":"520"}],"user_id":"391","article_number":"Zbl. 074811647","language":[{"iso":"ger"}],"year":"2022","citation":{"mla":"Peckhaus, Volker. “Tait, W.W., ‘Kant on Number’, in: Carl Posy et. al. (eds.), Kant’s Philosophy of Mathematics, Vol. 1: The Critical Philosophy and its Roots, Cambridge University Press: Cambridge 2020, 267–291.” <i>zbMATH Open, Zbl 1495.01012</i>, Zbl. 074811647, 2022.","short":"V. Peckhaus, zbMATH Open, Zbl 1495.01012 (2022).","bibtex":"@article{Peckhaus_2022, title={Tait, W.W., “Kant on Number”, in: Carl Posy et. al. (eds.), Kant’s Philosophy of Mathematics, Vol. 1: The Critical Philosophy and its Roots, Cambridge University Press: Cambridge 2020, 267–291}, number={Zbl. 074811647}, journal={zbMATH Open, Zbl 1495.01012}, author={Peckhaus, Volker}, year={2022} }","ama":"Peckhaus V. Tait, W.W., “Kant on Number”, in: Carl Posy et. al. (eds.), Kant’s Philosophy of Mathematics, Vol. 1: The Critical Philosophy and its Roots, Cambridge University Press: Cambridge 2020, 267–291. <i>zbMATH Open, Zbl 149501012</i>. Published online 2022.","apa":"Peckhaus, V. (2022). Tait, W.W., “Kant on Number”, in: Carl Posy et. al. (eds.), Kant’s Philosophy of Mathematics, Vol. 1: The Critical Philosophy and its Roots, Cambridge University Press: Cambridge 2020, 267–291. In <i>zbMATH Open, Zbl 1495.01012</i> (Zbl. 074811647).","chicago":"Peckhaus, Volker. “Tait, W.W., ‘Kant on Number’, in: Carl Posy et. al. (eds.), Kant’s Philosophy of Mathematics, Vol. 1: The Critical Philosophy and its Roots, Cambridge University Press: Cambridge 2020, 267–291.” <i>zbMATH Open, Zbl 1495.01012</i>, 2022.","ieee":"V. Peckhaus, “Tait, W.W., ‘Kant on Number’, in: Carl Posy et. al. (eds.), Kant’s Philosophy of Mathematics, Vol. 1: The Critical Philosophy and its Roots, Cambridge University Press: Cambridge 2020, 267–291,” <i>zbMATH Open, Zbl 1495.01012</i>. 2022."},"oa":"1","date_updated":"2024-06-12T15:00:04Z","date_created":"2023-01-17T12:08:58Z","author":[{"first_name":"Volker","id":"391","full_name":"Peckhaus, Volker","last_name":"Peckhaus"}],"title":"Tait, W.W., “Kant on Number”, in: Carl Posy et. al. (eds.), Kant’s Philosophy of Mathematics, Vol. 1: The Critical Philosophy and its Roots, Cambridge University Press: Cambridge 2020, 267–291","main_file_link":[{"url":"https://zbmath.org/1495.01012","open_access":"1"}]},{"citation":{"ieee":"V. Peckhaus, “Warren, Daniel, \"Kant on Mathematics and the Metaphysics of Corporal Nature. The Role of the Infinitesimal”, in: Carl Posy et. al. (eds.), Kant’s Philosophy of Mathematics, Vol. 1: The Critical Philosophy and its Roots, Cambridge University Press: Cambridge 2020, 66–82,” <i>zbMath Open, Zbl 1492.01011</i>. 2022.","chicago":"Peckhaus, Volker. “Warren, Daniel, \"Kant on Mathematics and the Metaphysics of Corporal Nature. The Role of the Infinitesimal”, in: Carl Posy et. al. (eds.), Kant’s Philosophy of Mathematics, Vol. 1: The Critical Philosophy and its Roots, Cambridge University Press: Cambridge 2020, 66–82.” <i>zbMath Open, Zbl 1492.01011</i>, 2022.","ama":"Peckhaus V. Warren, Daniel, \"Kant on Mathematics and the Metaphysics of Corporal Nature. The Role of the Infinitesimal”, in: Carl Posy et. al. (eds.), Kant’s Philosophy of Mathematics, Vol. 1: The Critical Philosophy and its Roots, Cambridge University Press: Cambridge 2020, 66–82. <i>zbMath Open, Zbl 149201011</i>. Published online 2022.","mla":"Peckhaus, Volker. “Warren, Daniel, \"Kant on Mathematics and the Metaphysics of Corporal Nature. The Role of the Infinitesimal”, in: Carl Posy et. al. (eds.), Kant’s Philosophy of Mathematics, Vol. 1: The Critical Philosophy and its Roots, Cambridge University Press: Cambridge 2020, 66–82.” <i>zbMath Open, Zbl 1492.01011</i>, Zbl. 1492.01011, 2022.","short":"V. Peckhaus, zbMath Open, Zbl 1492.01011 (2022).","bibtex":"@article{Peckhaus_2022, title={Warren, Daniel, \"Kant on Mathematics and the Metaphysics of Corporal Nature. The Role of the Infinitesimal”, in: Carl Posy et. al. (eds.), Kant’s Philosophy of Mathematics, Vol. 1: The Critical Philosophy and its Roots, Cambridge University Press: Cambridge 2020, 66–82}, number={Zbl. 1492.01011}, journal={zbMath Open, Zbl 1492.01011}, author={Peckhaus, Volker}, year={2022} }","apa":"Peckhaus, V. (2022). Warren, Daniel, \"Kant on Mathematics and the Metaphysics of Corporal Nature. The Role of the Infinitesimal”, in: Carl Posy et. al. (eds.), Kant’s Philosophy of Mathematics, Vol. 1: The Critical Philosophy and its Roots, Cambridge University Press: Cambridge 2020, 66–82. In <i>zbMath Open, Zbl 1492.01011</i> (Zbl. 1492.01011)."},"year":"2022","main_file_link":[{"url":"https://zbmath.org/1492.01011","open_access":"1"}],"title":"Warren, Daniel, \"Kant on Mathematics and the Metaphysics of Corporal Nature. The Role of the Infinitesimal”, in: Carl Posy et. al. (eds.), Kant’s Philosophy of Mathematics, Vol. 1: The Critical Philosophy and its Roots, Cambridge University Press: Cambridge 2020, 66–82","date_created":"2023-01-17T12:13:23Z","author":[{"last_name":"Peckhaus","id":"391","full_name":"Peckhaus, Volker","first_name":"Volker"}],"oa":"1","date_updated":"2024-06-12T16:33:59Z","status":"public","type":"review","publication":"zbMath Open, Zbl 1492.01011","language":[{"iso":"ger"}],"article_number":"Zbl. 1492.01011","user_id":"391","department":[{"_id":"520"}],"_id":"37078"},{"language":[{"iso":"ger"}],"article_number":"Zbl. 07465325","department":[{"_id":"520"}],"user_id":"391","_id":"37071","status":"public","publication":"zbMATH Open, Zbl 1494.03011","type":"review","main_file_link":[{"url":"https://zbmath.org/1494.03011","open_access":"1"}],"title":"Antos, Carolin, “Conceptions of Infinity and Set in Lorenzen’s Operationist System”, in: Gerhard Heinzmann et al. (eds.), Paul Lorenzen – Mathematician and Logician, Springer: Cham 2021 (Logic, Epistemology, and the Unity of Science; 51), 23–46. ","author":[{"full_name":"Peckhaus, Volker","id":"391","last_name":"Peckhaus","first_name":"Volker"}],"date_created":"2023-01-17T12:04:53Z","date_updated":"2024-06-12T16:30:46Z","oa":"1","citation":{"chicago":"Peckhaus, Volker. “Antos, Carolin, ‘Conceptions of Infinity and Set in Lorenzen’s Operationist System’, in: Gerhard Heinzmann et al. (eds.), Paul Lorenzen – Mathematician and Logician, Springer: Cham 2021 (Logic, Epistemology, and the Unity of Science; 51), 23–46. .” <i>zbMATH Open, Zbl 1494.03011</i>, 2022.","ieee":"V. Peckhaus, “Antos, Carolin, ‘Conceptions of Infinity and Set in Lorenzen’s Operationist System’, in: Gerhard Heinzmann et al. (eds.), Paul Lorenzen – Mathematician and Logician, Springer: Cham 2021 (Logic, Epistemology, and the Unity of Science; 51), 23–46. ,” <i>zbMATH Open, Zbl 1494.03011</i>. 2022.","ama":"Peckhaus V. Antos, Carolin, “Conceptions of Infinity and Set in Lorenzen’s Operationist System”, in: Gerhard Heinzmann et al. (eds.), Paul Lorenzen – Mathematician and Logician, Springer: Cham 2021 (Logic, Epistemology, and the Unity of Science; 51), 23–46. . <i>zbMATH Open, Zbl 149403011</i>. Published online 2022.","apa":"Peckhaus, V. (2022). Antos, Carolin, “Conceptions of Infinity and Set in Lorenzen’s Operationist System”, in: Gerhard Heinzmann et al. (eds.), Paul Lorenzen – Mathematician and Logician, Springer: Cham 2021 (Logic, Epistemology, and the Unity of Science; 51), 23–46. . In <i>zbMATH Open, Zbl 1494.03011</i> (Zbl. 07465325).","bibtex":"@article{Peckhaus_2022, title={Antos, Carolin, “Conceptions of Infinity and Set in Lorenzen’s Operationist System”, in: Gerhard Heinzmann et al. (eds.), Paul Lorenzen – Mathematician and Logician, Springer: Cham 2021 (Logic, Epistemology, and the Unity of Science; 51), 23–46. }, number={Zbl. 07465325}, journal={zbMATH Open, Zbl 1494.03011}, author={Peckhaus, Volker}, year={2022} }","short":"V. Peckhaus, zbMATH Open, Zbl 1494.03011 (2022).","mla":"Peckhaus, Volker. “Antos, Carolin, ‘Conceptions of Infinity and Set in Lorenzen’s Operationist System’, in: Gerhard Heinzmann et al. (eds.), Paul Lorenzen – Mathematician and Logician, Springer: Cham 2021 (Logic, Epistemology, and the Unity of Science; 51), 23–46. .” <i>zbMATH Open, Zbl 1494.03011</i>, Zbl. 07465325, 2022."},"year":"2022"},{"oa":"1","date_updated":"2024-06-12T16:37:44Z","author":[{"first_name":"Volker","full_name":"Peckhaus, Volker","id":"391","last_name":"Peckhaus"}],"date_created":"2022-08-02T08:41:08Z","title":"Coquand, Thierry, “Lorenzen and Constructive Mathematics”, in: Gerhard Heinzmann et al. (eds.), Paul Lorenzen – Mathematician and Logician, Springer: Cham 2021 (Logic, Epistemology, and the Unity of Science; 51), 48–61.","main_file_link":[{"open_access":"1","url":"https://zbmath.org/1490.03001"}],"year":"2022","citation":{"ieee":"V. Peckhaus, “Coquand, Thierry, ‘Lorenzen and Constructive Mathematics’, in: Gerhard Heinzmann et al. (eds.), Paul Lorenzen – Mathematician and Logician, Springer: Cham 2021 (Logic, Epistemology, and the Unity of Science; 51), 48–61.,” <i>zbMath Online, Zbl 1490.03001</i>. 2022.","chicago":"Peckhaus, Volker. “Coquand, Thierry, ‘Lorenzen and Constructive Mathematics’, in: Gerhard Heinzmann et al. (eds.), Paul Lorenzen – Mathematician and Logician, Springer: Cham 2021 (Logic, Epistemology, and the Unity of Science; 51), 48–61.” <i>zbMath Online, Zbl 1490.03001</i>, 2022.","short":"V. Peckhaus, zbMath Online, Zbl 1490.03001 (2022).","bibtex":"@article{Peckhaus_2022, title={Coquand, Thierry, “Lorenzen and Constructive Mathematics”, in: Gerhard Heinzmann et al. (eds.), Paul Lorenzen – Mathematician and Logician, Springer: Cham 2021 (Logic, Epistemology, and the Unity of Science; 51), 48–61.}, number={Zbl. 07465326}, journal={zbMath Online, Zbl 1490.03001}, author={Peckhaus, Volker}, year={2022} }","mla":"Peckhaus, Volker. “Coquand, Thierry, ‘Lorenzen and Constructive Mathematics’, in: Gerhard Heinzmann et al. (eds.), Paul Lorenzen – Mathematician and Logician, Springer: Cham 2021 (Logic, Epistemology, and the Unity of Science; 51), 48–61.” <i>zbMath Online, Zbl 1490.03001</i>, Zbl. 07465326, 2022.","apa":"Peckhaus, V. (2022). Coquand, Thierry, “Lorenzen and Constructive Mathematics”, in: Gerhard Heinzmann et al. (eds.), Paul Lorenzen – Mathematician and Logician, Springer: Cham 2021 (Logic, Epistemology, and the Unity of Science; 51), 48–61. In <i>zbMath Online, Zbl 1490.03001</i> (Zbl. 07465326).","ama":"Peckhaus V. Coquand, Thierry, “Lorenzen and Constructive Mathematics”, in: Gerhard Heinzmann et al. (eds.), Paul Lorenzen – Mathematician and Logician, Springer: Cham 2021 (Logic, Epistemology, and the Unity of Science; 51), 48–61. <i>zbMath Online, Zbl 149003001</i>. Published online 2022."},"_id":"32458","department":[{"_id":"520"}],"user_id":"391","article_number":"Zbl. 07465326","language":[{"iso":"ger"}],"publication":"zbMath Online, Zbl 1490.03001","type":"review","status":"public"},{"_id":"37084","user_id":"391","department":[{"_id":"520"}],"language":[{"iso":"eng"}],"type":"review","publication":"Mathematical Reviews, MR4410107","status":"public","date_updated":"2024-06-12T16:50:49Z","date_created":"2023-01-17T12:22:23Z","author":[{"first_name":"Volker","last_name":"Peckhaus","full_name":"Peckhaus, Volker","id":"391"}],"title":"Luna, Laureano. “Strengthening the Russellian Argument Against Abolutely Unrestricted Quantification”. Synthese 200 (2022), No. 3, Paper No. 182, 13 pp","main_file_link":[{"url":"https://mathscinet.ams.org/mathscinet/article?mr=4410107"}],"year":"2022","citation":{"ama":"Peckhaus V. Luna, Laureano. “Strengthening the Russellian Argument Against Abolutely Unrestricted Quantification”. Synthese 200 (2022), No. 3, Paper No. 182, 13 pp. <i>Mathematical Reviews, MR4410107</i>. Published online 2022.","chicago":"Peckhaus, Volker. “Luna, Laureano. ‘Strengthening the Russellian Argument Against Abolutely Unrestricted Quantification’. Synthese 200 (2022), No. 3, Paper No. 182, 13 Pp.” <i>Mathematical Reviews, MR4410107</i>, 2022.","ieee":"V. Peckhaus, “Luna, Laureano. ‘Strengthening the Russellian Argument Against Abolutely Unrestricted Quantification’. Synthese 200 (2022), No. 3, Paper No. 182, 13 pp,” <i>Mathematical Reviews, MR4410107</i>. 2022.","mla":"Peckhaus, Volker. “Luna, Laureano. ‘Strengthening the Russellian Argument Against Abolutely Unrestricted Quantification’. Synthese 200 (2022), No. 3, Paper No. 182, 13 Pp.” <i>Mathematical Reviews, MR4410107</i>, 2022.","bibtex":"@article{Peckhaus_2022, title={Luna, Laureano. “Strengthening the Russellian Argument Against Abolutely Unrestricted Quantification”. Synthese 200 (2022), No. 3, Paper No. 182, 13 pp}, journal={Mathematical Reviews, MR4410107}, author={Peckhaus, Volker}, year={2022} }","short":"V. Peckhaus, Mathematical Reviews, MR4410107 (2022).","apa":"Peckhaus, V. (2022). Luna, Laureano. “Strengthening the Russellian Argument Against Abolutely Unrestricted Quantification”. Synthese 200 (2022), No. 3, Paper No. 182, 13 pp. In <i>Mathematical Reviews, MR4410107</i>."}},{"department":[{"_id":"520"}],"user_id":"391","_id":"37065","language":[{"iso":"eng"}],"publication":"Stanford Encyclopedia of Philosophy","type":"encyclopedia_article","status":"public","editor":[{"first_name":"Edward N.","full_name":"Zalta, Edward N.","last_name":"Zalta"},{"first_name":"Uri","last_name":"Nodelmann","full_name":"Nodelmann, Uri"}],"date_created":"2023-01-17T11:53:40Z","author":[{"first_name":"Volker","last_name":"Peckhaus","id":"391","full_name":"Peckhaus, Volker"}],"date_updated":"2024-06-14T13:15:18Z","oa":"1","main_file_link":[{"url":"https://plato.stanford.edu/entries/scholz/","open_access":"1"}],"title":"Scholz, Heinrich ","edition":"Winter Edition 2022","citation":{"ieee":"V. Peckhaus, “Scholz, Heinrich ,” in <i>Stanford Encyclopedia of Philosophy</i>, Winter Edition 2022., E. N. Zalta and U. 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Kovač, Srećko, “Logical Foundations and Kant’s Principles of Formal Logic”, History and Philosophy of Logic 40 (2020). In <i>Mathematical Reviews, MR4053233</i> (No. 4053233).","mla":"Peckhaus, Volker. “Kovač, Srećko, ‘Logical Foundations and Kant’s Principles of Formal Logic’, History and Philosophy of Logic 40 (2020).” <i>Mathematical Reviews, MR4053233</i>, 4053233, 2021.","bibtex":"@article{Peckhaus_2021, title={Kovač, Srećko, “Logical Foundations and Kant’s Principles of Formal Logic”, History and Philosophy of Logic 40 (2020)}, number={4053233}, journal={Mathematical Reviews, MR4053233}, author={Peckhaus, Volker}, year={2021} }","short":"V. Peckhaus, Mathematical Reviews, MR4053233 (2021).","ieee":"V. Peckhaus, “Kovač, Srećko, ‘Logical Foundations and Kant’s Principles of Formal Logic’, History and Philosophy of Logic 40 (2020),” <i>Mathematical Reviews, MR4053233</i>. 2021.","chicago":"Peckhaus, Volker. “Kovač, Srećko, ‘Logical Foundations and Kant’s Principles of Formal Logic’, History and Philosophy of Logic 40 (2020).” <i>Mathematical Reviews, MR4053233</i>, 2021.","ama":"Peckhaus V. Kovač, Srećko, “Logical Foundations and Kant’s Principles of Formal Logic”, History and Philosophy of Logic 40 (2020). <i>Mathematical Reviews, MR4053233</i>. Published online 2021."},"publication_status":"published","article_number":"4053233","language":[{"iso":"eng"}],"_id":"29142","publication_date":"2021-04-06","department":[{"_id":"520"}],"user_id":"391","status":"public","publication":"Mathematical Reviews, MR4053233","type":"review"}]