Search Results - "MOREY, Susan"

Depths of Powers of the Edge Ideal of a Tree by Morey, Susan

“…Lower bounds are given for the depths of R/I t for t ≥ 1 when I is the edge ideal of a tree or forest. The bounds are given in terms of the diameter of the…”
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Algebraic Algorithms for Even Circuits in Graphs by Hà, Huy Tài, Morey, Susan

“…We present an algebraic algorithm to detect the existence of and to list all indecomposable even circuits in a given graph. We also discuss an application of…”
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Humanization of JAA-F11, a Highly Specific Anti-Thomsen-Friedenreich Pancarcinoma Antibody and In Vitro Efficacy Analysis by Tati, Swetha, Fisk, John C., Abdullah, Julia, Karacosta, Loukia, Chrisikos, Taylor, Philbin, Padraic, Morey, Susan, Ghazal, Diala, Zazala, Fatma, Jessee, Joseph, Quataert, Sally, Koury, Stephen, Moreno, David, Eng, Jing Ying, Glinsky, Vladislav V., Glinskii, Olga V., Sesay, Muctarr, Gebhard, Anthony W., Birthare, Karamveer, Olson, James R., Rittenhouse-Olson, Kate

“…JAA-F11 is a highly specific mouse monoclonal to the Thomsen-Friedenreich Antigen (TF-Ag) which is an alpha-O-linked disaccharide antigen on the surface of…”
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Corrigendum to “Humanization of JAA-F11, a Highly Specific Anti-Thomsen-Friedenreich Pancarcinoma Antibody and In Vitro Efficacy Analysis” [Neoplasia 19.9 (2017) 716-733] by Tati, Swetha, Fisk, John C., Abdullah, Julia, Karacosta, Loukia, Chrisikos, Taylor, Philbin, Padraic, Morey, Susan, Ghazal, Diala, Zalzala, Fatma, Jessee, Joseph, Quataert, Sally, Koury, Stephen, Moreno, David, Eng, Jing Ying, Glinsky, Vladislav V., Glinskii, Olga V., Sesay, Muctarr, Gebhard, Anthony W., Birthare, Karamverr, Olson, James R., Rittenhouse-Olson, Kate

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Inhibition of Spontaneous Breast Cancer Metastasis by Anti—Thomsen-Friedenreich Antigen Monoclonal Antibody JAA-F11 by Heimburg, Jamie, Yan, Jun, Morey, Susan, Glinskii, Olga V., Huxley, Virginia H., Wild, Linda, Klick, Robert, Roy, Rene, Glinsky, Vladislav V., Rittenhouse-Olson, Kate

“…Thomsen-Friedenreich antigen (TF-Ag) is expressed in many carcinomas, including those of the breast, colon, bladder, prostate. TF-Ag is important in adhesion…”
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Development, Characterization, and Immunotherapeutic Use of Peptide Mimics of the Thomsen-Friedenreich Carbohydrate Antigen by Heimburg-Molinaro, Jamie, Almogren, Adel, Morey, Susan, Glinskii, Olga V., Roy, Rene, Wilding, Gregory E., Cheng, Richard P., Glinsky, Vladislav V., Rittenhouse-Olson, Kate

“…The tumor-associated carbohydrate Thomsen-Friedenreich antigen (TF-Ag; Galß1-3GalNAcα-O-Ser/Thr) is overexpressed on the cell surface of several types of tumor…”
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Hilbert series and suspensions of graphs by Brennan, Joseph, Morey, Susan

“…We explore the relationship between the Hilbert series of the edge ideal I of a graph and the combinatorial invariants of the graph, with a focus on…”
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A lower bound for depths of powers of edge ideals by Fouli, Louiza, Morey, Susan

“…Let G be a graph, and let I be the edge ideal of G . Our main results in this article provide lower bounds for the depth of the first three powers of I in…”
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THE STABLE SET OF ASSOCIATED PRIMES OF THE IDEAL OF A GRAPH by CHEN, JANET, MOREY, SUSAN, SUNG, ANNE

“…Let G be a graph and let I be the edge ideal of G. We give a constructive method for determining primes associated to the powers of I. Brodmann showed that the…”
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Rees algebras of ideals with low codimension by Morey, Susan, Ulrich, Bernd

“…For certain grade two perfect ideals, there is an expected description of the equations of the Rees algebra. In this paper, the Cohen--Macaulayness of the Rees…”
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Design and Synthesis of Multifunctional Gold Nanoparticles Bearing Tumor-Associated Glycopeptide Antigens as Potential Cancer Vaccines by Brinãs, Raymond P, Sundgren, Andreas, Sahoo, Padmini, Morey, Susan, Rittenhouse-Olson, Kate, Wilding, Greg E, Deng, Wei, Barchi, Joseph J

“…The development of vaccines against specific types of cancers will offer new modalities for therapeutic intervention. Here, we describe the synthesis of a…”
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Minimal reductions and cores of edge ideals by Fouli, Louiza, Morey, Susan

“…We study minimal reductions of edge ideals of graphs and determine restrictions on the coefficients of the generators of these minimal reductions. We prove…”
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Embedded associated primes of powers of square-free monomial ideals by Hà, Huy Tài, Morey, Susan

“…An ideal I in a Noetherian ring R is normally torsion-free if Ass ( R / I t ) = Ass ( R / I ) for all t ≥ 1 . We develop a technique to inductively study…”
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Regular sequences on squares of monomial ideals by Fouli, Louiza, Hà, Tài Huy, Morey, Susan

“…We use initially regular sequences that consist of linear sums to explore the depth of R / I 2 , when I is a monomial ideal in a polynomial ring R . We give…”
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Associated primes of powers of edge ideals by Martínez-Bernal, José, Morey, Susan, Villarreal, Rafael H.

“…Let G be a graph and let I be its edge ideal. Our main result shows that the sets of associated primes of the powers of I form an ascending chain. It is known…”
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Morse resolutions of powers of square-free monomial ideals of projective dimension one by Cooper, Susan M., El Khoury, Sabine, Faridi, Sara, Mayes-Tang, Sarah, Morey, Susan, Şega, Liana M., Spiroff, Sandra

“…Let I be a square-free monomial ideal of projective dimension one. Starting with the Taylor complex on the generators of I r , we use discrete Morse theory to…”
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Therapeutic efficacy of the humanized JAA-F11 anti-Thomsen-Friedenreich antibody constructs H2aL2a and H3L3 in human breast and lung cancer xenograft models by Ghazal, Diala, Zalzala, Fatma, Fisk, John C., Tati, Swetha, Karacosta, Loukia G., Morey, Susan, Olson, James R., Quataert, Sally, Dy, Grace K., Rittenhouse-Olson, Kate

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Simplicial resolutions of powers of square-free monomial ideals by Cooper, Susan M., El Khoury, Sabine, Faridi, Sara, Mayes-Tang, Sarah, Morey, Susan, Şega, Liana M., Spiroff, Sandra

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Depth and Regularity of Monomial Ideals via Polarization and Combinatorial Optimization by Martínez-Bernal, José, Morey, Susan, Villarreal, Rafael H., Vivares, Carlos E.

“…In this paper, we use polarization to study the behavior of the depth and regularity of a monomial ideal I , locally at a variable x i , when we lower the…”
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Powers of graphs & applications to resolutions of powers of monomial ideals by Cooper, Susan M., El Khoury, Sabine, Faridi, Sara, Mayes-Tang, Sarah, Morey, Susan, Şega, Liana M., Spiroff, Sandra

“…This paper is concerned with the question of whether geometric structures such as cell complexes can be used to simultaneously describe the minimal free…”
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