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Victoria's Professional Page "Extend your sight and witness the Multiverse of Mathematics." |
email: vgitman@nylogic.org office: Namm 707 |
![]() "The essence of Mathematics lies in its freedom" ....Georg Cantor ![]() My research field is Mathematical Logic. My work to date has been in Set Theory, Models of Peano Arithmetic, and Computability Theory. I co-founded with Delaram Kahrobaei the New York Women in Mathematics Network (NYWIMN). The aim of NYWIMN is to promote the participation of women in mathematics by establishing close ties between women mathematicians, encouraging cooperation in research, and supporting the next generation of women students. We organized the first NYWIMN Conference in 2006. The second NYWIMN Conference took place on May 2nd, 2008 at City Tech. PhD Thesis [PDF] Applications of the Proper Forcing Axiom to Models of Peano Arithmetic Publications [PDF] Scott's Problem for proper Scott sets, Journal of Symbolic Logic, (3):845–860, 2008 Preprints [PDF] Proper and piecewise proper families of reals (2008) arXiv:0801.4368 [PDF] Ramsey-like Embeddings (2008) arXiv:0801.4723 Recent and Upcoming Talks Ramsey-like embeddings. Bristol University, Bristol, United Kingdom, Jun. 2008. Standard Systems of nonstandard models of Peano Arithmetic [PDF]. Bronx Community College Mathematics Seminar, New York, May 2008. Trees and Diamond in L. CUNY/Columbia Fine Structure Workshop, New York, Dec. 2007. Iterating ultrapowers of models of PA. CUNY Models of PA seminar, New York, Oct. 2007. Scott's Problem and proper Scott sets [PDF]. Rutgers Logic Seminar, Rutgers University, New Jersey, Oct. 2007. Ramsey-like embeddings [PDF]. CUNY Logic Workshop, New York, Oct. 2007. Scott's Problem for proper Scott sets. ASL Logic Colloquium 2007, Wroclaw, Poland, Jul. 2007. Recent and Upcoming Conferences Effective Mathematics of the Uncountable. CUNY Graduate Center, New York, August 2008. Appalachian set theory Workshop. Penn State, Pennsylvania, May 2008. The second NYWIMN Conference. City Tech (CUNY), New York, May 2008. |
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