Last updated on:  May 11, 2017





Welcome to my webpage

On this  page, I have posted publication only for the year 2014-2017, for  a complete  list of publications please see my CV,  Section: Research Activities/Publications.

Semester II: (Session: 1437-1438; February - June, 2017)

Math 106( two sections): MW [Mondays: 8.00 - 9.50 AM and 11.00 -11.50 AM; Wednesdays: 9.00-9.50 AM and 10.00 - 11.50 AM]

Math 203(One section): STT [Saturday, Tuesday, Thursday: 9.00 -9.50 AM].

Office Hours: Sun/Tues: 8.00 AM - 1.00 PM except 9.00- 10.00 AM (Lecture); Mon: 10.00 - 11.00 AM and Thursday: 8.00- 9.00 AM. For other  time, please make an appointment.

Semester I (1437-38; From September,  2016 - January , 2017)

Math 106: Integral Calculus (2 Sections) and Math 107: Matrices and Vectors (2 Sections)

Lecture Hours: STT(10.00 AM-11.50AM ); MW(Mondays: 9.00AM-9.50AM, 11.00AM-11.50AM; Wednesdays: 8.00AM-9.50AM; 10.00AM-11.50AM)

Office Hours: STT(8.00AM-10.00AM ; 12.10.PM-1.10PM (SMT only);  Mondays: 8.00AM-9.00AM, 10AM-11.00AM. Other times by appointment.

Records on Previous Semesters

Semester II
(1436-37;  From January 17, 2016)

Math 5701(Topology and Geometry)

Math 204 (Differential Equations with Boundary Value Problems)

Math 203 (Differential and Integral calculus)

Lecture timing: MW (Monday and Wednesday): M204 Grp.: 34763, Monday: 8.00 AM-9.50 AM Wedesday: 9.00 AM-9.50 AM - Lecture Room: 1B26.

STT(Sunday, Tuesday, Thursday): M5701 : Sunday, Tuesday and Thursday: 10 AM- 11.00 AM. Lecture Room: 2B136.

M203 Grp.: 20448 Sunday, Tuesday and Thursday: 9.00 AM-9.50 AM - Lecture Room: 1B48

Office Hour
: Sunday:  8.00 AM-9.00 AM ; Monday: 10.00 AM- 12.00 PM; Tuesday 8.00 AM-9.00 AM and 11.00 AM-12 Noon.  Wednesday 8.00 AM-9.00 AM and 10.00 -12.00 Noon.; 8.00 AM-9.00 AM and 11.00 AM 12.00 Noon. Thursday: 8.00 AM-9.00 AM and 11.00 AM-12.00 AM

Semester 2015 /2016 G (1436/1437 H) (August, 2015- January, 2016):

Teaching Math 204 (Differential Equations with Boundary Value Problems) and  Math 107 (Matrices and Vectors).

Lecture Timing: SUN/TUES/THURS: 10 AM - 10.50 AM (M107).  MON: 9.00 AM - 9.50 AM (M 107) and 10 AM - 11.50(M 204) AM;  WED: 8.00AM - 9.50 (M 107) and 10 AM - 10.50 AM (M204).

Office Hours: 8.00 AM - 10.00 AM and 11.00 AM - 1.00 PM (except 11.50 AM - 12.20 PM) on  Sunday, Tuesday and Thursday.

Summer Semester 2015 (June-August): Math 107(Matrices and Vectors)

Semester II (1435-36; 2015) : Second Semester January 25-June, 2015. Teaught Math 106 (Integral Calculus) and Math 107 (Matrices and Vectors)


Semester I   (August 31, 2014 - January 15, 2015) I taught 2 Groups Math 107 and  2 Groups Math 203. Other courses that I taught over the years are arranged in Courses Section.

Semester II (January 26, 2014-June, 2014)




Office Hours and Lecture Timings

SUN: Offce: 8.00 AM-10.00 AM and 11.00 -1.00 PM

TUES: 11.00 AM-12.00 

WED: 8.00 AM-9.00 AM and 11.00 AM-1200

THURS: 8.00 AM-10.00 AM and 11.00 AM-12.00. 

Lectures:  SUN/TUES/THURS: 10.00 AM- 10.50 AM

Lectures: MON:  8.00 AM - 9.50 AM and 10.00 AM - 11.50 AM.

Lectures: WED: 9.00 AM - 9.50 AM and 10.00 AM - 10.50 AM.



Semester I (September 2013-January 2014)

Office Hours and Lecture Timings



SUN, TUES, THUR: 8.00-10.00 AM; Lect.: 10.00-11.50 AM

MON, WED: 8.00-10.00 AM; Lect. 11.00-11.50AM (MON);

WED: 10.00-11.50 AM.



Coordinator:  Math 107 (till second semester 1428/1429)

Member: Topology and Geometry committee

Member: Analysis Committee



Teaching following courses: 

First Semester (1433-34; September-January, 2012-13)



(a) Supervising 2  Ph D student:

Lecture Hour: SUN 12.30-1.30PM

(b) Math 203: Integral Calculus (3 Sections)



Lecture Hours: SAT, MON, WED: 9.00-9.50 AM, 10.00-10.50 AM, 11.00-11.50 AM



Office Hour: 8.00-9.00 AM(SAT-WED); 10.00-12.00(SUNDAYS); 9.00-12.00(TUESDAYS)



Examination Time-Table



Mid-Term I: 23/12/1433H(Thursday, 8.00-9.30AM, November 8, 2012G)



Mid-Term II: 29/01/1434H(Thursday, 8.00-9.30AM, December 13, 2012G)

Final Exam

Math 203: January 8, 2013G; 26 Safar, 1434H

Summer Semester (1432-33; June-August, 2012)

(a) Math 203: Differential and Integral Calculus (Multidimensional Calculus)

(b) Math 204: Differential Equations With Boundary Value Problems



Semester II(1432-33) (February 2012-June 2012)

a)  Ph D (Thesis supervision) (2 students)

b)  Math 203: Differential and Integral Calculus

3 credits (3 sections)[ SAT, MON, WED: 8.00 AM-11.00 AM]

Office Hours: SAT, MON, WED: 11.00 AM-1.00 PM; TUES: 9.00AM-1.00 PM.

Semester I (1432-1433) (September 2011-February 2012)

a) M 676 Ph D (course)  (3 credits) [SAT 8.00 AM-10.00AM]; [MON 8.00 AM- 9.00 AM]

b) M 690 Ph D (course)  (3 credits) [SAT 10.00-11.00AM]; [MON 9.00AM-11.00 AM

c) Ph D (thesis)  (1 hour) [MONDAY]

d) Math 107 (Elementary Linear Algebra and Calculus) (3 credits)

Office Hours: Sun and Tues:  9.00-1.00, Wed: 10-12

Semester I (1431-1432)(September 2010-February 2011)

a) Math 106 

b) Math 107

c) Math 700  (Ph D dissertation)



Office hour: SAT, Mon, Wed: 9.00 - 10.00 AM and 12.oo-1.00 PM



SUN: 8.00- 1.00 PM 



Semester II (1431-1432) (February 2011-June 2011)

a)  Math 203

b) Math 674 (Ph D course)

c) Math 675 (Ph D course)

d) Math 700 (Ph D dissertation) 

Summer program (June - August, 2011)

Math 106 (two sections)

Final Exam: Saturday, 20th August, 2011



Semester I (September 2012-January 2013)

Math 203: Multidimensional Calculus (three sections)

Ph D thesis supervision



Semester II (January 2013-June 2013)

Math 203: Multidimensional Calculus (two sections)

Office Hours and lectures

SAT: 8.00-9.00 AM and 11.00-12.00  Lect.: 9.00-11.00 AM

MON: 8.00-9.00 AM and 11.00-12.00 Lect.: 9.00-11.00 AM

TUES: 10.00-12.00 and 1.00-2.00 PM

WED: 8.00-9.00 AM and 11.00-12.00 Lect.: 9.00-11.00 AM.



 



Topology and Geometry
Matrices and vectors
Old question paper
If L and M are frames, and N is a quantale, then using stratification mappings between frames, we introduce a category of stratified LMN-convergence tower groups - a topological category....
We define probabilistic convergence groups based on Tardiff's neighborhood systems for probabilistic metric spaces and develop the basic theory. We study, as natural examples, probabilistic...
We propose here two types of probabilistic convergence groups under triangular norms; present some basic facts, and give some characterizations for both the cases. We look at the possible...