**Papers and Preprints:**

**Algebraic cycles with moduli and regulator maps**. (with Shuji Saito) arXiv:1412.0385 [math.AG]. Updated version (2017).*Accepted for publication in*J. of the Inst. of Math. Jussieu. First view.**Torsion and divisibility for reciprocity sheaves and 0-cycles with modulus**.(with Jin Cao, Wataru Kai and Rin Sugiyama) J. of Algebra,*Volume 469, 1 January 2017, Pages 437–463*. Preprint version arXiv:1503.02161 [math.AG]. Published version.**Zero cycles with modulus and zero cycles on singular varieties.**(with Amalendu Krishna) Compositio Math.,*Volume 154, 1, January 2018, Pages 120-187*. Preprint version arXiv:1512.04847 [math.AG]. Published version.**Torsion zero cycles with modulus on affine varieties**. arXiv:1604.06294v2 [math.AG]. (2017).*to appear in*J. of Pure and App. Algebra. Online version.**A cycle class map for zero cycles with modulus to higher relative**arXiv:1706.07126 [math.AG] (2017).*K*-groups.*Volume 23, Pages 407-444, May 2018.*Published version.**Additive homotopy theory of schemes.**(Second) revised Draft (2019)*. to appear in*Math. Zeitschrift (with a different title:**A motivic homotopy theory without A^1-invariance**). Online version.**Laumon 1-motives and****motives with modulus**(with Shuji Saito).*In preparation*. Draft available on request (2018).**Rigidity for relative 0-cycles.**(with Amalendu Krishna). arXiv:1802:00165[math.AG] (2018). Revised Dec. 2018. Submitted.**Semi-purity for cycles with modulus**(with Shuji Saito). arXiv:1812.01878 [math.AG] (2018). This paper is currently under revision.**Levine-Weibel Chow group and motivic cohomology of singular varieties.**(with Amalendu Krishna).*In preparation.***Rigidity for relative 0-cycles II. The quasi-projective case.**(with Amalendu Krishna).*In preparation.***On the Levine-Weibel Chow group of product of curves**(with Wataru Kai and Takao Yamazaki).*In preparation.*

## Thesis:

**Motives and algebraic cycles with moduli conditions.** Ph.D. thesis, University of Duisburg-Essen (2016). DuEPublico ID: 41950. Available here.