• Name and Family
    • Ali S. Janfada
  • Degree
    • PhD in Mathematics
  • Academic Degree
    • Assosiate Professor
  • Department
    • Department of Mathematics
  • E-mail:
 Short Bioghraphy           

I was born in Urmia and passed my primary, secondary and high school there. I have get my undergraguate and graduate degrees from Tabriz University and I have done my PhD program at the University of Manchester, UK. At the present I am an associate professor at Urmia University.

         
     Research and Education Resume
رزومه فارسی
Academic Education/Training (3)
Journal Articles (17)
Conference Papers/Abstracts/Posters (14)
Books (6)
Research Projects (7)
Courses Taught (25)
   
  • Name and Family
  • Ali S. Janfada
  • Degree
  • PhD in Mathematics
  • Academic Degree
  • Assosiate Professor
  • Department
  • Department of Mathematics
  • E-mail:
  • a.sjanfada@urmia.ac.ir
 
        Short Bioghraphy

I was born in Urmia and passed my primary, secondary and high school there. I have get my undergraguate and graduate degrees from Tabriz University and I have done my PhD program at the University of Manchester, UK. At the present I am an associate professor at Urmia University.

 
 
         
     Research and Education Resume

Academic Education/Training (3)

1-Doctor of Philosophy (PhH), 1998-2001, Pure Mathematics, Algebraic Topology,The University of Manchester, UK, dissertation title: The hit problem for symmetric polynomials over the Steenrod algebra, professor R.M.W. Wood, supervisor.

2-Master of Science, 1985-1989, Pure Mathematics, Algebra,Tabriz University, Iran.

3-Bachelor of Scince, 1979-1985, Pure Mathematics,Tabriz University, Iran.
Journal Articles (17)

1-N. Yousefnejad, and H. Shabani-Solt, and A. S. Janfada, 2018, On the Diophantine equation x^5+ky^3=z^5+kw^3,Mathematica, Vol. 60 (83), No. 1, pp. 95–99 .

2-A. Abbaspour and S. D. Alavi, and A. A. Janfada, On the Diophantine equation x^4+ky^3=z^4+kw^3,Ital. J. Pure Appl. Math. , to appear in vol. 42 .

3-N. Yousefnejad, A. S. Janfada, and H. Shabani-Solt, to appear in 2019, On the Diophantine equation x^6+ky^3=z^6+kw^3 ,Iranian Journal of Mathematical Science and Informatics.

4-H. Shabani-Solt and A. S. Janfada, 2018, A lower bound for the number of solutions of Mordell equation,Kodai Math. J., , 41 (1), 160-166.

5-A. S. Janfada and H. Shabani-Solt, 2016, On Diophantine Equation x^4 + y^4 = 2z^4 + 2kw^4,Far East J. Math. Sci., 100 (11), 1891-1899.

6-A. S. Janfada and A. Abbaspour, 2015, On Diophantine equations X^6 + Z^3 = Y^6 ± 6W^3,Int. J. Pure Appl. Math., 105 (4), 709-713 .

7-A. S. Janfada and S. Salami, 2015, On θ-congruent numbers on real quadratic number fields,Kodai Math. J., 38 (2), 352-364.

8-A. S. Janfada, S. Salami, A. Dujella, and C. Peral, 2014, On high rank π/3 and 2π/3-congruent number elliptic curves,Rocky Mountain J. Math., 44 (6), 1867-1880.

9-A. S. Janfada, 2014, Criteria for a symmetrized monomial in B(3) to be non-hit,Commun. Korean Math. Soc., 29 (3), 463-478 .

10-A. S. Janfada, 2011, On a conjecture on the symmetric hit problem,Rend. Circ. Mat. Palermo, 60 (3), 403-408.

11-A. S. Janfada and S. Salami, 2010, Congruent number problem and BSD conjecture on elliptic curves ranks,Farhangh va Andishe-ye Riazi (An Expository Journal of Iranian Mathematical Society), 29 (2), 61-73.

12-A. S. Janfada, A. Dujella and S. Salami, 2009, A search for high rank elliptic curves,J. Integer Seq., Article 9.5.8.

13-A. S. Janfada, 2009, A note on the unstability conditions of the Steenrod squares on polynomial algebra,J. Korean Math. Soc., 46 (5), 907-918.

14-A. S. Janfada, 2008, A criterion for a monomial in P(3) to be hit,Math. Proc. Camb. Phil. Soc., 145 (3), 587-599.

15-A. S. Janfada and R. M. W. Wood, 2003, Generating H*(BO(3) F_2) as a module over the Steenrod algebra,Math. Proc. Camb. Phil. Soc., 134 (2), 239-258.

16-A. S. Janfada and R. M. W. Wood, 2002, The hit problem for symmetric polynomials over the Steenrod algebra ", Math. Proc. Camb. Phil. Soc., 2002, 133 (2), 295-303 ,Mat. Proc. Camb. Phil. Soc. , 133 (2), 295-303.

17-M. A. Shahabi and A. S. Janfada , 1993, The group of automorphisms of non-associative commutative algebras associated with the group of 2-designs,Arch. Math., 60, 247-251.
Conference Papers/Abstracts/Posters (14)

1- June 2011, Conjectures on the symmetric hit problem, The 5the Annual International Conference in Mathematics, Statistics & Mathematical Education ,Athens Institute for Education and Research, Greece.

2-with S. Salami, September 2010, On the high rank of θ-congruent number elliptic curves ,The 41st IMS International Conference on Mathematics, Urmia University, Iran.

3- September 2010, A note on the symmetric hit problem ,The 41st IMS International Conference on Mathematics, Urmia University, Iran.

4- September 2010, Elliptic curves and their applications in number theory ,Regional Conference on Number Theory and its Applications, Azad University of Sarab, Iran.

5- December 2009, A short review to the hit problem on the Steenrod algebra ,Season Conference in Esfahan University, Iran.

6- July 2008, A link between the Young tableaux and the hit problem ,The 39th IMS International Conference on Mathematics, University of Kerman, Iran.

7- July 2006, A necessary and sufficient condition for a monomial in P(3) to be hit ,The 4th Geometry and Topology Seminar, Urmia University, Iran.

8- June 2006, On the action of the steenrod operations on polynomial algebra,The 37th IMS International Conference on Mathematics, Tarbiat Moallem University of Tabriz, Iran.

9- August 2002, Minimal generating set for symmetric polynomials as a module over the Steenrod algebra ,The 2nd Geometry and Topology Seminar, Amir Kabir University, Iran.

10- May 2002, Hit and non-hit classes in H*(BO(3), F_2) ,AMS Meeting #976, University of Montral, Canada.

11- September 2001, The action of the Steenrod algebra on the symmetric polynomials and the Peterson conjecture ,The 32th IMS International Conference onMmathematics, University of Mazandaran, Iran.

12- July 2001, Classi cation of hit elements on Steenrod algebra,The 13th Algebra Seminar, Urmia University, Iran.

13- January 2001 , Hit problem on symmetric polynomials,The Second Sheffield Miniconference on Homotopy, University of Sheffield, UK.

14- July 1989, Block designs,The 5th Algebra Symposium, Tabriz University, Iran.
Books (6)

1-Ali S. Janfada, 2019, Elementary Synchronous Programming,De Gruyter Academic Publisher.

2-Ali S Janfada, 2018, The math behind the music by Leon Harkleroad (Translated to Farsi),Urmia University Press.

3-Ali Sarbaz Janfada, 2018, Elementary programming in C++ related by algorithm (a textbook in Farsi),Urmia University Press.

4-Ali Sarbaz Janfada, 2011, An Introduction to Abstract Algebra, by: Derek J.S. Robinson, (Translated to Farsi) ,Urmia University Press .

5-Ali Sarbaz Janfada, 2010, Elementary programming in Pascal related by algorithm (a textbook in Farsi) ,Urmia University Press.

6-Ali Sarbaz Janfada, 1994, Programming and comprehensive reference of FORTRAN 77 (a textbook in Farsi),Urmia University Press.
Research Projects (7)

1- 1394, Congruent numbers over real quadratic fields.

2- 1390, A link between being hit in P(n) and B(n).

3- 1389, High rank θ-congruent number elliptic curves.

4- 1388, A link between the Young tableaux and the hit problem.

5- 1388, Congruent number elliptic curves with large ranks.

6- 1388, Unstability of Steenrod squares on polynomial algebras.

7- 1382, Minimal generating sets for a symmetric palynomial algebra as a module over the Steenrod algebra.
Courses Taught (25)

1-PhD, Sreenrod algebra,all of the Reg-Grants book: Polynomials and the Steenrod algebra.

2-PhD, Cohomology operators,the first six chapters of Mosher-Tangoras book: Cohomology Operators and Application in Homotopy Theory.

3-PhD, Advanced algebraic topology,almost all of the Hatchers book: Algebraic topology.

4-PhD, Elliptic curves,from Silverman-Tates book: Rational Points on Elliptic Curves.

5-PhD, Arithmetic elliptic curves ,almost all the Silvermans book: Arithmetic Elliptic Curves, in three semesters.

6-graduate, Algebraic topology ,from Shastris book: Algebraic Topology, and Matveev,s book: Lectures on Algebraic Topology.

7-graduate, Algebraic Homology,from Northcats book: Algebraic homology.

8-graduate, Elliptic curves ,from Washingtons book: Elliptic Curves, Number Theory and Cryptography.

9-graduate, Algebraic number theory ,from Stewart-Tates book: Algebraic Number Theory and Fermats Last Theorem.

10-graduate, Advanced algebra,from Hungerfords book: Algebra.

11-undergraduate, Elemenrary algebraic topology (fundamental groups, covering space, Seifert-Van Kampen theorem and applications, Singular homology).

12-undergraduate, General topology (topological spaces, creating new topological spaces, continuous functions and homeomorphisms, metric spaces, connectedness, compactness).

13-undergraduate, Technicall English for Mathematics.

14-undergraduate, Number theory (divisibility, prime numbers, congruence, quadratic residues, continued fractions, applications in cryptography).

15-undergraduate, Discrete mathematics (relations and functions, combinatorics, graphs, Boolean algebra).

16-undergraduate, Linear algebra II (rational and Jordan forms, inner product spaces and operators, bilinear forms).

17-undergraduate, Linear algebra I (linear equations, matrices and determinant, vector spaces and linear operators, elementary canonical forms).

18-undergraduate, Algebra III (group actions, Sylows theorems).

19-undergraduate, Algebra II ( field theory, Galois theory).

20-undergraduate, Algebra I (group theory, ring theory).

21-undergraduate, Calculus II (integrals and applications).

22-undergraduate, Calculus I (derivatives, limits, sequences and series).

23-undergraduate, Computer programming (programming in C++).

24-undergraduate, Computer programming (programming in turbo Pascal).

25-undergraduate, Computer programming (programming in Fortran 77).