الاسم بالكامل | حسانين ابو المجد حماد عبدالوارث |
---|---|
البريد الإلكتروني | hassanein_hamad@science.sohag.edu.eg |
النوع | ذكر |
تاريخ الميلاد | 1989-03-15 |
الكلية | كلية العلوم |
الدرجة الوظيفية | مدرس |
العنوان | سوهاج-مدينة ناصر خلف مصنع الببس |
المنصب الحالي | عضو هيئة تدريس (مدرس) |
التخصص العام | الرياضيات |
---|---|
التخصص الدقيق | تحليل دالي |
عنوان رسالة الماجستير باللغة العربية | عن نظريات نقطة ثابتة لرواسم تضاغطية من النوع التكاملي |
عنوان رسالة الماجستير باللغة الإنجليزية | On Fixed Point Theorems for Contraction Mappings of Integral Type |
عنوان رسالة الدكتوراه باللغة العربية | دراسة عن نظريات نقطة ثابتة عشوائية لمؤثرات عشوائية في فراغات متعددة وتطبيقاتها |
عنوان رسالة الدكتوراه باللغة الإنجليزية | A Study of Random Common Fixed Point Theorems for Random Operators in Various Spaces and Its Applications |
رقم الهاتف | 1060790632 |
---|---|
رقم الجوال | 01060790632 |
رابط صفحة الفيس بوك | https://www.facebook.com/d.hasanenabuelmagd |
رابط صفحة تويتر | https://twitter.com/HammadHasanen |
Google Scholar | https://scholar.google.com.eg/citations?hl=ar&user=jRGP9b4AAAAJ |
Linked | https://www.linkedin.com/feed/ |
Research Gate | https://www.researchgate.net/profile/Hasanen_Hammad3 |
EKP بنك المعرفة المصري | https://www.ekb.eg/ar/web/researchers/home |
السيرة الذاتية
أولا: البيانات الشخصية
الإســـم: د./ حسانين ابوالمجد حماد عبدالوارث
الجنسية: مصري
محل الميلاد: سوهاج - مصر
الرقم القومي: 28903152601439
الدرجة العلمية: مدرس القسم: الرياضيات
التخصص العام: رياضيات بحتة التخصص الدقيق: تحليل دالي
العمل الحالي: مدرس بقسم الرياضيات – كلية العلوم – جامعة سوهاج - مصر
العنوان الإلكتروني:
hassanein_hamad@science.sohag.edu.eg
تلفون: 00201060790632
عنوان المراسلة: قسم الرياضيات – كلية العلوم بسوهاج – مصر.
ثانيا: المؤهلات العلميـــــة
درجة البكالوريوس: في الرياضيات بتقدير عام (جيد جدا مع مرتبة الشرف) – عام 2010م
درجة الماجستير: في الرياضيات البحتة تخصص (تحليل دالي) – عام 2015م
موضوع رسالة الماجستير:
"عن نظريات نقطة ثابتة لرواسم تضاغطية من النوع التكاملي"
درجة الدكتوراه: في الرياضيات البحتة تخصص (تحليل دالي) – عام 2018م
موضوع رسالة الدكتوراه:
" دراسة عن نظريات نقطة ثابتة عشوائية مشتركة لمؤثرات عشوائية في فراغات متعددة وتطبيقاتها"
ثالثا: التدرج الوظيفي:
م |
مسمي الوظيفة |
القسم والكلية والجامعة التابع لها الوظيفة |
مدة العمل فيها |
|
من تاريخ |
إلي تاريخ |
|||
1 |
معيد |
قسم الرياضيات – كلية العلوم – جامعة سوهاج |
2012/2013 |
2014/2015 |
2 |
مدرس مساعد |
قسم الرياضيات- كلية العلوم بسوهاج – جامعة سوهاج |
2015/2016 |
2017/2018 |
3 |
مدرس |
قسم الرياضيات- كلية العلوم بسوهاج- جامعة سوهاج |
2018 |
حتي الان |
رابعا: المقررات التي قام بتدريسها ودراستها:
م |
مرحلة البكالوريوس (تدريس) |
مرحلة الدراسات العليا (دراسة) |
|
1 |
التحليل المركب |
General Topology |
Practical Decision ( Maple ) |
2 |
التحليل الحقيقي |
Functional Analysis |
Differential Equations |
3 |
الجبر الخطي |
Special Function |
|
4 |
التحليل الدالي |
Measure Theory and Lebesgue Integration |
|
5 |
مقررات حساب التفاضل والتكامل |
Special topics in Analysis |
|
6 |
مقررات الجبر الأولية |
Special functions |
|
7 |
الدوال الخاصة |
Fixed Point and Measure Theory. |
|
8 |
الهندسة المستوية والفراغية |
Linear Algebra |
|
خامسا: المشاركة في المؤتمرات والندوات العلمية :
م |
عنوان المؤتمر أو الندوة |
الجهة المنظمة للمؤتمر أو الندوة |
عنوان الجهة |
نوع المشاركة |
عنوان البحث الذي شارك به العضو في المؤتمر أو الندوة |
|
حضور فقط |
حضور ومشاركة ببحث |
|||||
1 |
مؤتمر جامعة الازهر |
جامعة الازهر |
مصر 2013 |
|
-- |
مرفق ضمن قائمة البحوث |
2 |
مؤتمر جامعة اسيوط |
جامعة اسيوط |
مصر 2014 |
|
-- |
مرفق ضمن قائمة البحوث |
3 |
مؤتمر كلية العلوم (يوم واحد) |
جامعة سوهاج |
مصر 2015 |
|
-- |
مرفق ضمن قائمة البحوث |
4 |
مؤتمر كلية العلوم (يوم واحد) |
جامعة سوهاج |
مصر 2016 |
|
-- |
مرفق ضمن قائمة البحوث |
5 |
مؤتمر كلية العلوم (يوم واحد) |
جامعة سوهاج |
مصر 2017 |
|
-- |
مرفق ضمن قائمة البحوث |
سابعا: الإنتاج العلمي المنشور في مجلات محكمة
1- Hasanen A. Hammad and Manuel De la Sen, Involvement of the fixed point technique for solving a fractional differential system, AIMS Mathematics, (2022), 7(4), 7093–7105. (ISI 1.427).
2- Hasanen A. Hammad and Hassan Almusawa, Modified inertial Ishikawa iterations for fixed points of nonexpansive mappings with an application, AIMS Mathematics, (2022), 7(4), 6984–7000, DOI: 10.3934/math.2022388, (ISI 1.427).
3- Hasanen A. Hammad and , Common solutions to variational inequality problem via parallel and cyclic hybrid inertial CQ-subgradient extragradient algorithms in (HSs), Chapter in the Book: Metric Fixed Point Theory pp. 185-210 (2022). (Springer).
4- Hasanen A. Hammad, Hassen Aydi and Manuel De la Sen, New contributions for tripled fixed point methodologies via a generalized variational principle with applications, Alexandria Engineering Journal, (2022) 61, 2687–2696 https://doi.org/10.1016/j.aej.2021.07.042 (Elsevier ISI 3.732)
5- R. A. Rashwan, Hasanen A. Hammad and A. Nafea, Quadruple coincidence point methodologies for finding a solution to a system of integral equations with a directed graph, Applied Mathematics & Information Sciences, (2012), 16(1), 59-72 (Scopus).
6- Hasanen A. Hammad, Monica-Felicia Bota and Liliana Guran, Wardowski’s contraction and fixed point technique for solving systems of functional and integral equations, Journal of Function Spaces , Article ID 7017046, 15 pages.
https://doi.org/10.1155/2021/7017046 (Hindawi ISI 1.807).
7- Hasanen A. Hammad, Praveen Agarwal, Shaher Momani and Fahad Alsharari, Solving a fractional-order differential equation using
rational symmetric contraction mappings, Fractal Fractional,
2021, 5, 159. https://doi.org/10.3390/fractalfract5040159 (ISI 3.313).
8- Hasanen A. Hammad, Rashwan A. Rashwan and Manuel De la Sen, A fixed point technique for solving an integro-differential equation using mixed-monotone mappings, Journal of Function Spaces , Article ID 9925073, 13 pages
https://doi.org/10.1155/2021/9925073 (Hindawi ISI 1.807).
9- Hasanen A. Hammad and W. Cholamjiak, Solving singular coupled fractional differential equations with integral boundary constraints by coupled fixed point methodology, AIMS Mathematics, 6(12), 13370–13391, (2021) (ISI 1.427).
10- Hasanen A. Hammad and Manuel De la Sen, Exciting fixed point results under a new control function with supportive application in fuzzy cone metric spaces, Mathematics, (2021), 9, 2267. https://doi.org/10.3390/math9182267 (ISI 2.258).
11- W. Cholamjiak, D. Yambangwai and Hasanen A.Hammad, Modified hybrid projection methods with SP iterations for quasi-nonexpansive multivalued mappings in Hilbert Spaces, Bulletin of the Iranian Mathematical Society, (2021) 47:1399–1422, https://doi.org/10.1007/s41980-020-00448-9 (Springer ISI 0.664).
12- Arshad Khan, Muhammad Sarwar, Farhan Khan, Habes Alsamir and Hasanen A. Hammad, Fixed point results for multivalued mappings with applications, Journal of Function Spaces , Volume 2021, Article ID 9921728, 10 pages, https://doi.org/10.1155/2021/9921728, (Hindawi ISI 1.807).
13- Hasanen A. Hammad, Praveen Agarwal and Juan L. G. Guirao, Applications to boundary value problems and homotopy theory via tripled fixed point techniques in partially metric spaces, Mathematics, (2021), 9, 2012 (ISI 2.258).
14- Hasanen A. Hammad, Manuel De la Sen and Praveen Agarwal, New coincidence point results for generalized graph-preserving multivalued
mappings with applications, Advances in Difference Equations (2021) 2021:334, https://doi.org/10.1186/s13662-021-03489-4 (Springer ISI 2.803).
15- Hasanen A. Hammad, and Manuel De la Sen, A fixed point technique for set-valued contractions with supportive applications, Advances in Mathematical Physics, Volume 2021, Article ID 6880478, 15 pages
https://doi.org/10.1155/2021/6880478 (Hindawi ISI 1.128).
16- Hasanen A. Hammad, Habib ur Rahman and Manuel De la Sen,
Accelerated modified inertial Mann and viscosity algorithms to find a fixed point of α-inverse strongly monotone operators, AIMS Mathematics, 6(8), 9000–9019, (2021) (ISI 1.427).
17- Humaira, Hasanen A. Hammad, Muhammad Sarwar and Manuel De la Sen, Existence theorem for a unique solution to a coupled system of impulsive fractional differential equations in complex-valued fuzzy metric spaces, Advances in Difference Equations, (2021) 21: 242, https://doi.org/10.1186/s13662-021-03255-6 (Springer ISI 2.803).
18- Hasanen A. Hammad, Habib ur Rahman and Manuel De la Sen, A novel four-step iterative scheme for approximating the fixed point with a supportive application, Inf. Sci. Lett., (2021), 10(2), 333-339. (Scopus).
19- Hasanen A. Hammad and Manuel De la Sen, A weak tripled contraction for solving a fuzzy global optimization problem in fuzzy metric spaces, Symmetry 2021, 13, 565. https://doi.org/10.3390/sym13040565 (ISI 2.713).
20- Hasanen A. Hammad, Habib ur Rahman and Hassan Almusawa, Tikhonov regularization terms for accelerating inertial Mann-like algorithm with applications, Symmetry 2021, 13, 554. https://doi.org/10.3390/sym1304055 (ISI 2.713).
21- Hasanen A. Hammad, Habib ur Rahman and Yaé Ulrich Gaba, Solving a split feasibility problem by the strong convergence of two projection algorithms in Hilbert spaces, Journal of Function Spaces , Volume 2021, Article ID 5562694, 11 pages, https://doi.org/10.1155/2021/5562694 (Hindawi ISI 1.807).
22- Hassan Almusawa, Hasanen A. Hammad and Nisha Sharma, Approximation of the fixed point for the unified three-step iterative algorithm with convergence analysis in Busemann spaces, Axioms, 10, 26, (2021) https://doi.org/10.3390/axioms10010026 (Scopus).
23- Hasanen A. Hammad, Hassen Aydi and Manuel De la Sen, Solutions of Fractional Differential Type Equations by Fixed Point Techniques for Multivalued Contractions, Complexty, Article ID 5730853, 13 pages
https://doi.org/10.1155/2021/5730853 (WILY/ Hindawi ISI 2.833).
24- Mustafa Mudhesh Hasanen A. Hammad, Habes Alsamir, Muhammad Arshad and Eskandar Ameer, Recent Fixed-Point Results for θ - Contraction Mappings in Rectangular M - Metric Spaces with Supportive Application, Journal of Mathematics, Volume 2021, Article ID 5564248, 9 pages, https://doi.org/10.1155/2021/5564248 (Hindawi ISI 0.971).
25- Hasanen A. Hammad, Manuel De la Sen and Hassen Aydi, Analytical solution for differential and nonlinear integral equations via e-Suzuki contractions in modified e-metric-like spaces, Journal of Function Spaces, Volume 2021, ID 6128586, 13 pages, https://doi.org/10.1155/2021/6128586 (Hindawi ISI 1.807).
26- Hasanen A. Hammad, Hassen Aydi and Yaé Ulrich Gaba, Exciting Fixed Point Results on a Novel Space with Supportive Applications, Journal of Function Spaces, Volume 2021, Article ID 6613774, 12 pages, https://doi.org/10.1155/2021/6613774 (Hindawi ISI 1.807).
27- Hasanen A. Hammad, Hassen Aydi and Nabil Mlaiki, Contributions of the fixed point technique to solve the 2D Volterra integral equations, Riemann-Liouville fractional integrals and Atangana-Baleanu integral operators, Advances in Difference Equations, (2021) 21:97, https://doi.org/10.1186/s13662-021-03255-6 (Springer ISI 2.803).
28- Truong Minh Tuyen and Hasanen A. Hammad, Effect of shrinking projection and CQ‑methods on two inertial forward–backward algorithms for solving variational inclusion problems, Rendiconti del Circolo Matematico di Palermo Series 2, (2021),
https://doi.org/10.1007/s12215-020-00581-8 (Springer Q3).
29- Watcharaporn Chaolamjiak, Suhel Ahmad Khan, Hasanen A. Hammad and Hemmen Dutta, Weak and strong convergence results for the modified Noor iteration of three quasi-nonexpansive multivalued mappings in Hilbert spaces, Filomat, 34(8) , 2495–2510 (2020) (ISI 0.844).
32- Hasanen A. Hammad and Amal A. Khalil, The technique of quadruple fixed points for solving functional integral equations under a measure of noncompactness, Mathematics, 8, 2130 (2020). (ISI 2.258).
33- Hasanen A. Hammad, Habib ur Rahman and Manuel De la Sen, Shrinking projection methods for accelerating relaxed inertial Tseng-type algorithm with applications, Mathematical Problems in Engineering, Volume 2020, Article ID 7487383, 14 pages (Hindawi ISI 1.305).
34- Dhekra M. Albaqeri, Hasanen A. Hammad and Manuel De la Sen, Coupled coincidence point for f(ψ, φ)-contractions via generalized α-admissible mappings with an application, International Journal of Analysis and Applications, 18(6), 1083-1107, (2020) (Scopus).
35- Hasanen A. Hammad and Manuel De la Sen, A tripled fixed point technique for solving a tripled-system of integral equations and
Markov process in CCbMS, Advances in Difference Equations, (2020) 2020:567 https://doi.org/10.1186/s13662-020-03023-y (Springer ISI 2.803).
36- Eskandar Ameer, Hassen Aydi, Hasanen A. Hammad, Wasfi Shatanawi and Nabil Mlaiki, On (φ, ψ)-metric spaces with applications, Symmetry, 2020, 12, 1459; doi:10.3390/sym12091459 (ISI 2.713).
37- Rahim Shah and Hasanen A. Hammad, The laminar boundary layer over a rotating paraboloid, Inf. Sci. Lett., 9, 3, 199-204, (2020). (Scopus).
38- Hasanen A. Hammad and Manuel De la Sen, A technique of tripled coincidence points for solving a system of nonlinear integral equations in POCML spaces, Journal of Inequalities and Applications, (2020) 2020:211 https://doi.org/10.1186/s13660-020-02477-8 (Springer ISI 2.419).
39- Hasanen A. Hammad, Habib ur Rahman and Manuel De la Sen, Advanced algorithms and common solutions to variational inequalities, Symmetry, 2020, 12(7), 1198; doi:10.3390/sym12071198 (ISI 2.713).
40- Hasanen A. Hammad, Manuel De la Sen and Hessen Aydi, Generalized dynamic process for an extended multi-valued F-contraction in metric-like spaces with applications, Alexandria Engineering Journal, 59, 3817-3825, (2020), (Elsevier ISI 3.732).
41- W. Cholamjiak, D. Yambangwai, H. Dutta and H. A. Hammad, Modified CQ-algorithms for G-nonexpansive mappings in Hilbert spaces involving graphs, New Mathematics and Natural Computation, 16(1), (2020), 89–103 (Scopus) Q3.
42- Hasanen A. Hammad and Manuel De la Sen, Solution of nonlinear integral equation via fixed point of cyclic - rational contraction mappings in metric-like spaces, Bulletin of the Brazilian Mathematical Society, (2020) 51:81–105, https://doi.org/10.1007/s00574-019-00144-1 (Springer ISI 1.177).
43- Hasanen A. Hammad, Dhekra M. Albaqeri and Rashwan A. Rashwan, Coupled coincidence point technique and its application for solving nonlinear integral equations in RPOCbML spaces, Journal of the Egyptian Mathematical Society, 28:8, (2020). (Springer).
44- Hasanen A. Hammad and Manuel De la Sen, Fixed-point results for a generalized almost (s, q)-Jaggi F-contraction-type on b-metric-like
spaces, Mathematics, 8, 36, (2020). (ISI 2.258).
45- R. A. Rashwan and H. A. Hammad and M. G. Mahmoud, Common fixed point results for weakly compatible mappings under implicit relations in complex valued G-metric spaces, Inf. Sci. Lett., 8, 3, 111-119, (2019). (Scopus).
46- H.A.Hammad, W. Cholamjiak, D. Yambangwai and H. Dutta, A modified shrinking projection method for numerical reckoning fixed points of G-nonexpansive mappings in Hilbert spaces with graphs, Miskolc Mathematical Notes, 20 (2), (2019), 941–956 (ISI 0.677).
47- Hasanen A. Hammad, R. A. Rashwan and A. H. Ansari, C-class functions on common fixed point theorems for weak contraction mapping of integral type in modular spaces, Journal of Linear and Topological Algebra, 8(4), (2019), 265- 285.
48- Dhekra M. Albaqeri, Hasanen A. Hammad and Rashwan A. Rashwan, Solving a coupled system of functional equations using coupled coincidence point technique in metric-like spaces, Journal of Advanced Studies in Topology, 10(1), (2019), 96–108.
49- Hasanen A. Hammad and Manuel De la Sen, A Solution of Fredholm integral equation by using cyclic -rational contractive mappings technique in b-metric-like spaces, Symmetry, 11(9), (2019), (ISI 2.645).
50- Hasanen A. Hammad and Manuel De la Sen, Analytical solution of Urysohn integral equations by fixed point technique in complex valued
metric spaces, Mathematics, 7, 852, (2019). (ISI 1.747).
51- Hasanen A. Hammad and Manuel De la Sen, Coupled fixed point technique for solving coupled systems of functional and nonlinear integral equations, Mathematics, 7, 634, (2019). (ISI 1.747).
52- H. A. Hammad, A. H. Ansari and R. A. Rashwan, Coincidence and fixed point of nonexpansive type mappings in 2-metric Spaces, Earthline Journal of Mathematical Sciences, 2(1), (2019), 191-206.
53- Hasanen A. Hammad and Manuel De la Sen, Generalized contractive mappings and related results in b-metric like spaces with an application, Symmetry,11 (5), 667, (2019), 1-19. (ISI 2.645).
54- Hasanen A. Hammad and Manuel De la Sen, Fixed point results for -(°,´ , n, m)-contractions with applications to nonlinear integral equations, International Journal of Analysis and Applications, 17(3), (2019), 448-463.
55- Hasanen A. Hammad and Manuel De la Sen, PPF-dependent fixed point results for new multi-valued generalized F-contraction in the Razumikhin class and application, Mathematics, 7, 52, (2019). (ISI 1.747).
56- H. A. Hammad and R. A. Rashwan, Analytical solution for a periodic boundary Random-value problem via stochastic fixed points with PPF dependence technique, Stat., Optim. Inf. Comput., 7, (2019), 653–668. (Scopus).
57- R. A. Rashwan, H. A. Hammad and Slobodanka Mitrovic, Analytical solution for a coupled of nonlinear integral equations via coupled fixed point technique, J. Adv. Math. Stud., 12 (1), (2019), 13-21.
58- R. A. Rashwan and H. A. Hammad and M. G. Mahmoud, Common fixed point theorems in complex valued S-metric spaces via implicit relations with applications, Res. Fixed Point Theory Appl., Volume 2019, Article ID 2018034, 17 pages.
59- R. A. Rashwan and H. A. Hammad, Common fixed point theorems for weakly compatible mappings satisfying a general contractive condition of integral type, Palestine Journal of Mathematics, 8(2), (2019), 114-126.
60- R. A. Rashwan and H. A. Hammad, A solution of random nonlinear integral equation via random hybrid iterative scheme, J. Fixed Point Theory, 2018, 2018:4
61- R. A. Rashwan, H. A. Hammad, D. Dhamodharan and R. Krishnakumar, Common random fixed point theorems of integral type of Akram-contraction mappings in random cone metric spaces, J. Fixed Point Theory, (2018), 2018:7
62- R. A. Rashwan and H. A. Hammad, A common fixed point theorem for a pair of self mappings satisfying a general contractive condition of exponential type, JP Journal of Fixed Point Theory and Applications, 13(2), (2018), 125-136.
63- R. A. Rashwan and H. A. Hammad, D. Dhamodharan and R. Krishnakumar, C-class function on fixed point theorem for contractive mappings of integral type in n-Banach spaces, Adv. Fixed Point Theory, 8 (4), (2018), 384-400.
64- Hasanen A. Hammad and Rashwan A. Rashwan, A Coupled Random Fixed Point Result With Application in Polish Spaces, Sahand Communications in Mathematical Analysis (SCMA), 11(1), (2018), 99-113. (Scopus).
65- R. A. Rashwan and H. A. Hammad, Random fixed point theorem for weakly compatible mappings under implicit relation in cone random metric spaces, Universal Journal of Computational Mathematics, 5(1), (2017), 8-16.
66- R. A. Rashwan and H. A. Hammad, Common random fixed point theorems of Akram-contraction mappings in cone random metric spaces, Journal of Analysis & Number Theory, 5(1), (2017),1-7.
67- R. A. Rashwan and H. A. Hammad, Convergence and stability of modified random SP-iteration for a generalized asymptotically quasi-nonexpansive mappings, Mathematics Interdisciplinary Research, 5, (2017), 9-21.
68- R. A. Rashwan and H. A. Hammad, Stability and strong convergence results for random Jungck-Kirk-Noor iterative scheme, Fasciculi Mathematics 58, ( 2017), 165-180.
69- R. A. Rashwan, H. A. Hammad and L. Guran, Common random fixed point results with application to a system of nonlinear integral equations, Malaya Journal of Matematik, 5(4), (2017), 667-674.
70- R. A. Rashwan and H. A. Hammad, A solution of nonlinear fractional random differential equation via random fixed point technique, Journal of Linear and Topological Algebra, 6(4), (2017), 277-287.
71- R. A. Rashwan and H. A. Hammad, A common random fixed point theorem of rational inequality in polish spaces with application, FACTA UNIVERSITATIS (NIS) Ser. Math. Inform, 32(5), (2017), 703-714.
72- R. A. Rashwan and H. A. Hammad, Strong convergence results for random Jungck-Ishikawa and Jungck-Noor iterative schemes in Banach spaces, Commun. Nonlinear Anal., 4 (2017), 130–136.
73- R. A. Rashwan and H. A. Hammad, A common random fixed point theorem for weaklycompatible mappings in cone random metric spaces, Universal Journal of Computational Mathematics, 4(4), (2016), 67-74.
74- R. A. Rashwan and H. A. Hammad, On random coincidence point and random coupled fixed point theorems in ordered metric spaces, JP Journal of Fixed Point Theory and Applications, 11(2), (2016), 125-160.
75- R. A. Rashwan and H. A. Hammad, A coupled random fixed point theorem in quasi-partial metric spaces, JP Journal of Fixed Point Theory and Applications, 11(2), (2016), 161-184.
76- R. A. Rashwan and H. A. Hammad, Random fixed point theorems with an application to a random nonlinear integral equation, Journal of Linear and Topological Algebra, 5(2), (2016), 119-133.
77- R. A. Rashwan and H. A. Hammad, Random common fixed point theorem for random weakly subsequentially continuous generalized contractions with application, International Journal of Pure and Applied Mathematics, 109(4), (2016), 813-826, 2016.
78- R. A. Rashwan and H. A. Hammad, Strong convergence theorems by four step random iterative scheme with errors for pseudo-contractive mappings, Nonlinear Analysis Forum, 21(2), (2016), 77-89.
79- R. A. Rashwan and H. A. Hammad, Random fixed point theorems for random mappings, Asia Pacific Journal of Mathematics, 3(2), (2016), 114-135.
80- R. A. Rashwan, H. A. Hammad and G. A. Okeke, Convergence and almost sure (S,T) stability for random iterative schemes, International Journal of Advances in Mathematics, 2016(1), 1-16.
81- R. A. Rashwan and H. A. Hammad, Unique common fixed point theorems for six mappings under contractive conditions of integral type in G-metric spaces, Int. J. Functional Analysis, Operator Theory and Applications, 7(1), (2015), 57-80.
82- R. A. Rashwan and H. A. Hammad, Fixed point theorems for contractive mappings of integral type in n- Banach spaces, JP Journal of Fixed Point Theory and Applications, 10(1), (2015), 1-14.
83- R. A. Rashwan and H. A. Hammad, Common fixed point theorems for weak contraction mapping of integral type in modular spaces, Universal Journal of Computational Mathematics, 2(4), (2014), 69-86.
84- R. A. Rashwan and H. A. Hammad, Common fixed point theorems for pairs of single and multivalued D-maps and tangential multivalued mappings satisfying contractive conditions of integral inequality, Journal of the International Mathematical Virtual Institute, 4(2), (2014), 109-122.
85- R. A. Rashwan and H. A. Hammad, Common fixed point theorems for a pair of self maps satisfying a general contractive condition of integral type, International Journal of Research in Engineering & Applied Sciences, 4(9), (2014), 1-12.
86- R. A. Rashwan and H. A. Hammad, Common fixed point theorems for weak contraction conditions of integral type, Proceedings of the 1st International Conference on New Horizons in Basic and Applied Science, Hurghada – Egypt, 1(1), (2013), 133-148, 2013.