Ali Soleyman Jahan

Courses

Bachelor Of Science

Calculus

Differential Equations

Basics of combinatorics

Basics of Algebra

.row3_default .coursesList .courseAcademicLevelContent { opacity: 1; position: static; height: initial; } .row3_default .coursesList .courseWrapper .courseAcademicLevelTitle { visibility: visible; font-family: Arial; font-size: 1.3rem; transition: background-color .5s, color .5s; display: block; float: left; color: rgb(102, 102, 102); background-color: rgb(255, 255, 255); direction: ltr; text-align: left; padding: .5% 2%; cursor: pointer; border-radius: 5%; margin-top: 1%; }

Research activities

Journal Papers

The linear syzygy graph of a monomial ideal and linear resolutions. Erfan Manouchehri, Ali Soleyman Jahan (2021)

On Linear Quotients of Squarefree Monomial Ideals Erfan Manouchehri, Ali Soleyman Jahan (2020)

[On the monomial reduction number of a monomial ideal in K[x, y Jurgen Herzog, Somayeh Moradi, Masoomeh Rahimbeigi, Ali Soleyman Jahan (2019)

A family of monomial ideals with the persistence property Somayeh Moradi, Masoomeh Rahimbeigi, Fahimeh Khosh-Ahang, Ali Soleyman Jahan (2019)

THE CLEANNESS OF (SYMBOLIC) POWERS OF STANLEY-REISNER IDEALS Somayeh Bandari, Ali Soleyman Jahan (2017)

CONSTRUCTING VERTEX DECOMPOSABLE GRAPHS Esfandiyar Lashani, Ali Soleyman Jahan (2016)

Regularity and projective dimension of some class of well-covered graphs Esfandiyar Lashani, Ali Soleyman Jahan (2016)

Vertex Decomposability of 2-CM and Gorenstein Simplicial Complexes of Codimension 3 Saied Mohammad Ajdani, Ali Soleyman Jahan (2016)

VERY WELL-COVERED GRAPHS AND THEIR h-VECTORS Nasser Hajisharifi, Ali Soleyman Jahan, Siamak Yassemi (2015)

PRETTY CLEANNESS AND FILTER-REGULAR SEQUENCES Somayeh Bandari, Kamran Divaani-Aazar, Ali Soleyman Jahan (2014)

ALMOST COMPLETE INTERSECTIONS AND STANLEY’S CONJECTURE Somayeh Bandari, Kamran Divaani-Aazar, Ali Soleyman Jahan (2014)

MONOMIAL IDEALS OF FOREST TYPE Ali Soleyman Jahan, Xin Zhang (2012)

Easy proofs of some well known facts via cleanness Ali Soleyman Jahan (2011)

Prime Filtrations and Primary Decompositions of Modules Ali Soleyman Jahan (2011)

Skeletons of monomial ideals Jurgen Herzog, Ali Soleyman Jahan, Xinxian Zheng (2010)

Ideals with linear quotients Ali Soleyman Jahan, Xinxian Zheng (2010)

Prime filtrations and Stanley decompositions of squarefree modules and Alexander duality Ali Soleyman Jahan (2009)

Stanley decompositions and partitionable simplicial complexes. Jurgen Herzog, Ali Soleyman Jahan, Siamak Yassemi (2008)

Prime filtrations of monomial ideals and polarizations Ali Soleyman Jahan (2007)

Conference Papers

Linear Syzygy Graph, Linear Resolution, Linear Quotients and Variable Decomposability Ali Soleyman Jahan (2019)

Clean and pretty clean modules Ali Soleyman Jahan (2012)

Skeletons of $\zz^n $ graded modules Ali Soleyman Jahan (2012)

Stanley conjecture on Stanley decompositions and partitionable simplicial complexes Ali Soleyman Jahan (2011)

monomial ideal with free variable property Ali Soleyman Jahan (2010)

Stanley depth of Z^n-graded modules Ali Soleyman Jahan (2010)

Linear quotients and shellability Ali Soleyman Jahan (2009)

Cleanness and shellablity Ali Soleyman Jahan (2009)

On the depth of modules of the form J/I Ali Soleyman Jahan (2008)

Stanley decompositions of squarefree modules. Ali Soleyman Jahan (2007)

Speech

MONOMIAL IDEALS OF FOREST TYPE Ali Soleyman Jahan (2010)

Simplicial complexes and Multicomplexes Ali Soleyman Jahan (2008)

Theses

Bipartite graphs and Frieman Ideals (1402)

Finite filtrations of modules and shellable multicomplexes Akram Giyasvand, Ali Soleyman Jahan, Amir Mafi (2010)

.row3_default .researchActivities .researchTypeContent { opacity: 1; position: static; height: initial; } .row3_default .researchActivities .researchActivitiesWrapper .researchTypeTitle { visibility: visible; font-family: Arial; font-size: 1.3rem; transition: background-color .5s, color .5s; display: block; float: left; color: rgb(102, 102, 102); background-color: rgb(255, 255, 255); direction: ltr; text-align: left; padding: .5% 2%; cursor: pointer; border-radius: 5%; margin-top: 1%; } .row3_default .researchActivities .researchTypeContent table .Gv-Empty { text-align: left; direction: ltr; }

Research interests

Combinatorial commutative algebra, Stanley-Reisner ideals and rings, edge ideals.