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Kurt Gödel Research Center — Kurt Gödel Research Center for Mathematical Logic (KGRC), Vienna

Kurt Gödel Research Center. Kurt Gödel Research Center for Mathematical Logic (KGRC), Vienna. The KGRC, a research platform of the University of Vienna, is named after Kurt Gödel, who proved the completeness and the incompleteness theorems in Vienna in the years 1929–1931, arguably the most groundbreaking work in mathematical logic of modern times. Read about Gödel in Vienna. A description of our research. December 2017: Daniel Soukup receives the Grünwald Géza Prize from the Bolyai Society. April 2017: ...

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Kurt Gödel Research Center — Kurt Gödel Research Center for Mathematical Logic (KGRC), Vienna | logic.univie.ac.at Reviews

https://logic.univie.ac.at

Kurt Gödel Research Center. Kurt Gödel Research Center for Mathematical Logic (KGRC), Vienna. The KGRC, a research platform of the University of Vienna, is named after Kurt Gödel, who proved the completeness and the incompleteness theorems in Vienna in the years 1929–1931, arguably the most groundbreaking work in mathematical logic of modern times. Read about Gödel in Vienna. A description of our research. December 2017: Daniel Soukup receives the Grünwald Géza Prize from the Bolyai Society. April 2017: ...

INTERNAL PAGES

logic.univie.ac.at logic.univie.ac.at
1

Kurt Gödel Research Center — Access to Local Information

http://www.logic.univie.ac.at/Access_to_Local_Information.html

Kurt Gödel Research Center. Access to Local Information. The KGRC area in the wiki of the University of Vienna contains a few pieces of information relevant only to current and aspiring KGRC members. Topics covered include e. g. administrative procedures required when coming to Austria, information about employment, and how to access paper and electronic research journals subscribed by the university. There are two ways of getting access:. May be useful to you if you cannot read or apply version 1.

2

Kurt Gödel Research Center — Funding

http://www.logic.univie.ac.at/Funding.html

Kurt Gödel Research Center. The KGRC is a research platform ( Forschungsplattform. Of the University of Vienna. The basic funding of the KGRC is provided by the University. This funding covers the office space and infrastructure (rent, heating, electricity, IT services etc). In addition, the KGRC is allotted a yearly budget, more than 90 percent of which is salary costs for one professor, two Assistenten. And the administrative staff (2 full time equivalents). Last update: 2011-07-17, 00:35.

3

Kurt Gödel Research Center — 2015 seminar talk: Lambda-Calculus and Dependent Type Theory

http://www.logic.univie.ac.at/2015/Talk_07-02_a.html

Kurt Gödel Research Center. 2015 seminar talk: Lambda-Calculus and Dependent Type Theory. Talk held by Dana S. Scott (Carnegie Mellon University, Pittsburgh, Pennsylvania, USA and UC Berkeley, California, USA) at the KGRC seminar on 2015-07-02. Last update: 2010-12-16, 04:37. Kurt Gödel Research Center for Mathematical Logic. Währinger Straße 25, 1090 Wien, Austria. 43-1-4277-50501. Last updated: 2010-12-16, 04:37.

4

Kurt Gödel Research Center — Members

http://www.logic.univie.ac.at/People.html

Kurt Gödel Research Center. OUniv-Prof. Sy-David Friedman. Sdf (a) logic.univie.ac.at. Carolin.antos-kuby (a) univie.ac.at. Rachid Atmai, PhD. Rachid.atmai (a) univie.ac.at. Neil Barton, PhD. Neilbarton (a) univie.ac.at. Barnabas Farkas, PhD. Barnabas.farkas (a) univie.ac.at. Arthur.james.fischer (a) univie.ac.at. Verafischer (a) univie.ac.at. Stefan.hoffelner (a) univie.ac.at. Manuel Inselmann, BSc MSc. Manuel.inselmann (a) univie.ac.at. Marlene.koelbing (a) univie.ac.at. Andrea Medini, PhD.

5

ESI workshop Large cardinals and descriptive set theory

http://www.logic.univie.ac.at/2009/esi/pdf.html

Large cardinals and descriptive set theory. Vienna, June 14 – 27 2009. Links to pdf files and preprints. Some descriptive set theory related to the Lebesgue density theorem. Indestructible strong compactness but not supercompactness. A reflection principle compatible with the continuum large (1). Cardinal invariants of analytic quotients. Standard universal dendrites as small Polish structures. On dimension and Borel reducibility. Non-proper elementary embeddings beyond L(V {lambda 1}). Partitions and In...

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November 2014 ~ Mathematics Mind

http://mathematicsmind.blogspot.com/2014_11_01_archive.html

My Classic Math Article Category. Landasan Matematika (Foundation of Mathematics). Teori Bilangan (Number Theory). My Modern Math Article Category. Kutipan Matematika (Math Quote). Obrolan Seputar Matematika (Talk About Math). Acara Logika dan Landasan Matematika. Classical and Modern Studies on Foundation of Mathematics and Other Sciences. Memperkuat Pondasi Ilmu Matematika Untuk Perkembangan Matematika. Minggu, 02 November 2014. Catatan Hati Mahasiswa Matematika Konsentrasi Aljabar. Ketika belajar stat...

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November 2016 ~ Mathematics Mind

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My Classic Math Article Category. Landasan Matematika (Foundation of Mathematics). Teori Bilangan (Number Theory). My Modern Math Article Category. Kutipan Matematika (Math Quote). Obrolan Seputar Matematika (Talk About Math). Acara Logika dan Landasan Matematika. Classical and Modern Studies on Foundation of Mathematics and Other Sciences. Memperkuat Pondasi Ilmu Matematika Untuk Perkembangan Matematika. Rabu, 02 November 2016. Sumber: upload.wikimedia.org. Pengalaman akan Keindahan Matematika dan Korel...

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Oktober 2016 ~ Mathematics Mind

http://mathematicsmind.blogspot.com/2016_10_01_archive.html

My Classic Math Article Category. Landasan Matematika (Foundation of Mathematics). Teori Bilangan (Number Theory). My Modern Math Article Category. Kutipan Matematika (Math Quote). Obrolan Seputar Matematika (Talk About Math). Acara Logika dan Landasan Matematika. Classical and Modern Studies on Foundation of Mathematics and Other Sciences. Memperkuat Pondasi Ilmu Matematika Untuk Perkembangan Matematika. Jumat, 21 Oktober 2016. Sin 2(x) cos 2(x)=1$. Sin 2(x) cos 2(x)=1$. Mungkin karena kebanyakan mikirin.

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Oktober 2013 ~ Mathematics Mind

http://mathematicsmind.blogspot.com/2013_10_01_archive.html

My Classic Math Article Category. Landasan Matematika (Foundation of Mathematics). Teori Bilangan (Number Theory). My Modern Math Article Category. Kutipan Matematika (Math Quote). Obrolan Seputar Matematika (Talk About Math). Acara Logika dan Landasan Matematika. Classical and Modern Studies on Foundation of Mathematics and Other Sciences. Memperkuat Pondasi Ilmu Matematika Untuk Perkembangan Matematika. Senin, 14 Oktober 2013. Sumber: http:/ home.sandiego.edu. Dibanding “dan”, atau menulis. Mungkin mun...

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[Darimana Asalnya?] $e^{i\pi}=-1$ ~ Mathematics Mind

http://mathematicsmind.blogspot.com/2016/11/darimana-asalnya-eipi-1.html

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Maret 2016 ~ Mathematics Mind

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My Classic Math Article Category. Landasan Matematika (Foundation of Mathematics). Teori Bilangan (Number Theory). My Modern Math Article Category. Kutipan Matematika (Math Quote). Obrolan Seputar Matematika (Talk About Math). Acara Logika dan Landasan Matematika. Classical and Modern Studies on Foundation of Mathematics and Other Sciences. Memperkuat Pondasi Ilmu Matematika Untuk Perkembangan Matematika. Kamis, 24 Maret 2016. Rumus Panjang Lintasan Bola. S {lintasan}=h( frac{b a}{b-a}) $. Dari gambar di...

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Januari 2014 ~ Mathematics Mind

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September 2013 ~ Mathematics Mind

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Februari 2016 ~ Mathematics Mind

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November 2013 ~ Mathematics Mind

http://mathematicsmind.blogspot.com/2013_11_01_archive.html

My Classic Math Article Category. Landasan Matematika (Foundation of Mathematics). Teori Bilangan (Number Theory). My Modern Math Article Category. Kutipan Matematika (Math Quote). Obrolan Seputar Matematika (Talk About Math). Acara Logika dan Landasan Matematika. Classical and Modern Studies on Foundation of Mathematics and Other Sciences. Memperkuat Pondasi Ilmu Matematika Untuk Perkembangan Matematika. Senin, 25 November 2013. BENDA apa itu Teori Pembuktian? Teori Pembuktian ( Proof Theory. Kadang-kad...

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Kurt Gödel Research Center — Kurt Gödel Research Center for Mathematical Logic (KGRC), Vienna

Kurt Gödel Research Center. Kurt Gödel Research Center for Mathematical Logic (KGRC), Vienna. The KGRC, a research platform of the University of Vienna, is named after Kurt Gödel, who proved the completeness and the incompleteness theorems in Vienna in the years 1929–1931, arguably the most groundbreaking work in mathematical logic of modern times. Read about Gödel in Vienna. A description of our research. December 2017: Daniel Soukup receives the Grünwald Géza Prize from the Bolyai Society. April 2017: ...

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