Mathematical Review (MR) Author 1D: 785447
Zentralblatt(Zbl) Author ID: fadipe-joseph.olubunmi-abidemi
Open Researcher and Contributor ID (ORCID): 0000-0001-7781-6807
Scopus Author ID: 37065891000
Web of Science Researcher ID: AAN-9418-2020
1) Fadipe – Joseph, O. A. (2004): The Trace invariant for special angles. Nigeria Journal of Pure and Applied Sciences. 19; 1741 – 1748, Published by the Faculty of Science, University of Ilorin, Nigeria. http://www.njpas.com.ng
2) Fadipe – Joseph, O. A. and Opoola, T. O. (2005): On the Norm of the Pre- Schwarzian derivatives. Nigeria Journal of Pure and Applied Sciences. 20; 1872 – 1878, Published by the Faculty of Science, University of Ilorin, Nigeria. http://www.njpas.com.ng
3) Fadipe-Joseph, O. A., Adeniran N. A., Kadir B. B. and Adeniran E. O. (2017): Coefficient Bounds for the functions in the class of sigmoid function. Ilorin Journal of Science, 4(1); 50 - 56, Published by the Faculty of Physical Sciences, University of Ilorin, Nigeria. http://www.ejournals.unilorin.edu.ng
4) Hamzat Jamiu Olusegun, Fadipe-Joseph Olubunmi Abidemi and Fagbemiro Olalekan(2021): Coefficient Bounds Concerning Certain Generalized Subclasses of Analytic and Univalent Functions in the Open Unit Disk. Science Focus, 26; 84-95, Published by Faculty of Pure and Applied Sciences, Ladoke Akintola University of Technology, Ogbomoso. https://doi.org/10.36293/sfj.2021.0061
1) Fadipe – Joseph, O. A., (2003): Values of Index via n x n matrix. ABACUS, The Journal of the Mathematical Association of Nigeria.30 (2A); 13 – 17, Published by the Ibadan University Press for the Mathematical Association of Nigeria, Nigeria.
2) Fadipe – Joseph, O. A., (2003): Injective Von Neumann Algebras. ABACUS, The Journal of the Mathematical Association of Nigeria.30 (2A); 58 – 60, Published by the Ibadan University Press for the Mathematical Association of Nigeria, Nigeria.
3) Oladipo, A. T. and Fadipe – Joseph, O. A. (2004): On a new subclass of univalent Functions. J. Nigerian Math. Soc.23; 1 – 6, Published by the Nigerian Mathematical Society, Nigeria. https://ojs.ictp.it MR2225752.
4) Opoola, T. O.; Babalola, K. O., Fadipe – Joseph, O. A. and Rauf, K. (2004): On coefficient bounds of a subclass of univalent Functions. J. Nigerian Math. Soc.3; 87– 92, Published by the Nigerian Mathematical Society, Nigeria. https://ojs.ictp.it MR2225759.
5) Fadipe – Joseph, O. A. and Opoola, T. O., (2007): On starlikeness and Convexity properties of a Subclass of Univalent Functions. ABACUS, The Journal of the Mathematical Association of Nigeria.34 (2B); 374 – 379, Published by the Ibadan University Press for the Mathematical Association of Nigeria, Nigeria.
6) Fadipe-Joseph, O. A., Tele, F. M. and Makanjuola, S. O. (2012): Kronecker Product of Non-reduced Burau Representation of the Braid group B3. J. of Niger. Assoc. of Math.Phys. 22; 1 – 4, Published by the Nigerian Association of Mathematical Physics. www.e.nampjournals.org
7) Olatunji, S. O., Oladipo, A. T. and Fadipe-Joseph, O. A. (2012): An Application of Extended Derivative on Partial sums of Certain Analytic and Univalent Functions. Journal of the Nigerian Mathematical Society. 31; 191-196, Published by the Nigerian Mathematical Society. https://ojs.ictp.it MR3025568, Zbl 128830013
8) Fadipe-Joseph, O. A., Afolabi, Y. O. and Moses, B. O. (2015): Coefficient estimates for new subclasses of Ma-Minda bi-starlike functions. J. of Niger. Assoc. of Math. Phys. 31; 1-8, Published by the Nigerian Association of Mathematical Physics. www.e.nampjournals.org
9) Moses, Bolade O., Fadipe-Joseph, Olubunmi A. and Opoola, Timothy O. (2016): A subclass of p-valent starlike and convex functions of order α and type β. Journal of Science, Technology, Mathematics and Education (JOSTMED). 12(2); 90-95, Published by the Department of Science Education, School of Science and Science Education, Federal University of Technology, Minna. https://jostmed.futminna.edu.ng
10) Oluwayemi, Matthew O. and Fadipe-Joseph, Olubunmi A. (2017): New subclasses of univalent functions defined using a linear combination of generalized Salagean and Ruscheweyh operators. International Journal of Mathematical Analysis and Optimization Theory and Applications. 2017; 187-200, Published by the Department of Mathematics, University of Lagos. http://ijmao.unilag.edu.ng
11) Faruk, N., Surajudeen-Bakinde, N. T., Ayeni, A. A., Bello, O. W., Fadipe-Joseph, O. A. and Kolade, O. (2018): Technology Options for Public Safety and Disaster Relief Networks. Arid Zone Journal of Engineering, Technology and Environment.14(1); 1-25, Published by the Faculty of Engineering, University of Maiduguri, Maiduguri. www.azojete.com.ng
12) Afolabi, Y. O., Fadipe-Joseph, Olubunmi A., Ejieji, Catherine N. and Oluwaseyi, Olanike R. (2019): A family of harmonic univalent functions defined by a linear multiplier fractional operator. Nigerian Journal of Mathematics and Applications, B(29); 36- 47. Published by the Mathematical Association of Nigeria. https://www.njmaman.com
1) Fadipe – Joseph, O. A. and Opoola, T. O. (2008): On Bloch Seminorm. Mathematical Sciences. 2(3); 309 – 316, Published by the Department of Mathematics, Islamic Azad University, Karaj Branch, Karaj, Iran. http://www.kiau.ac.ir/~math.science/index.htm. Zbl 1206.30019.
2) Opoola, Timothy O. and Fadipe-Joseph, Olubunmi A. (2009): The Schwarzian derivative and univalent functions theory. Sci.Ser. A Mathematical Sciences (N.S.). 57 – 60, Published by Universidad Tecnica Federico Santa Maria, Valparaiso, Chile. http://www.mat.utfsm.cl/scientia/vol18.htmlMR2547122, Zbl 1221.30041.
3) Fadipe – Joseph, O. A. and Opoola, T. O. (2009): Subordination Principle in Univalent Functions Theory. African Journal of Science and Technology (AJST) Science and Engineering Series.10 (1); 89 – 92, Published by African Network of Scientific and Technological Institutions, Kenya.
http://www.ansti.org/ANSTI_Docs/Journals/Fadipe-paper.pdf
4) Khalifa Al-Shaqsi, Maslina Darus and Fadipe-Joseph, Olubunmi Abidemi (2010): A New Subclass of Salagean– Type Harmonic Univalent Functions. Abstract and Applied Analysis. Article ID 821531; 12 pages, Published by Hindawi Publishing Corporation, Missouri University of Science and Technology, USA. http://www. Hindawi.com/journals/aaa/2010/821531.html MR2771232, Zbl 1207.30010.
5) Rabha W. Ibrahim, Maslina Darus and Fadipe-Joseph, O. A. (2010): Different Studies of Univalent Functions of Fractional Power. Oriental Journal of Mathematics. 3 (2); 75 – 85, Published by Oriental Academic Publishers, School of Mathematical Sciences, Universiti Sains Malaysia, Malaysia. http://www. Oriental journal.html.
6) Fadipe – Joseph, O. A. and Opoola, T. O. (2010): On p-Valent Functions. ICASTOR Journal of Mathematical Sciences. 4 (1); 83 – 86, Published by Indian Centre for Advanced Scientific and Technological Research, India. www.icastorindia.org
7) Oladipo, A. T. and Fadipe-Joseph, O. A. (2012): Coefficient Inequality for Functions whose derivative has a positive real part. General Mathematics Note. 9(1); 16-20, Published by International Centre for Scientific Research and Studies (ICSRS), The Hashemite Kingdom of Jordan. http://www.i-csrs.org
8) Fadipe-Joseph, O. A. and Titiloye, E. O. (2012): Application of Continued Fractions in Controlling Bank Fraud. International Journal of Business and Social Sciences.3(9); 210-213, Published by Centre for Promoting Ideas, Department of Economics, Radford University, USA. http://www.ijbssnet.com
9) Fadipe-Joseph, O. A., Oladipo, A. T. and C. N. Ejieji (2013): Sufficient conditions for a class of analytic and univalent functions of complex order. Acta Universitatis Apulensis. 36; 101-108, Published by University of Alba Iulia, Department of Mathematics and Informatics, Alba Iulia, Romania. www.emis.de/journals MR3266681.
10) Fadipe-Joseph, O. A., Tele, F. M. and Makanjuola, S. O. (2013): Burau Matrices for Computing Braid Index, International Journal of Mathematical Sciences and Applications (IJMSA).3(1); 271-282, Published by Mind Reader Publications. http://www.ijmsa
11) Olatunji, S. O., Gbolagade, A. M., Anake T. and Fadipe-Joseph, O. A. (2013): Sigmoid function in the space of univalent function of Bazilevic type. Scientia Magna. 9(3); 43-51, Published by the Department of Mathematics Northwest University, P. R. China. http://fs.unm.edu/ScientiaMagna.htm
12) Oladipo A. T. Fadipe-Joseph O. A., Ejieji C. N. (2013): New Classes of Analytic functions, International Journal of Pure and Applied Mathematics (IJPAM), 88 (3): 341 – 349.Published by Academic Publications Ltd. http://www.ijpem.eu Zbl 06241501
13) Fadipe-Joseph, O. A., Oladipo, A. T. and Uzoamaka A. Ezeafulukwe (2013): Modified Sigmoid function in univalent functions theory. International Journal of Mathematical Sciences and Engineering Applications (IJMSEA). 7(V); 313-317, Published by Ascent Publication, Pune, India. www.ascent-journals.com
14) Oladele, T. O. and Fadipe-Joseph, O. A. (2014): Web –based Interface for Control of bank staff fraud. Computing, Information Systems, Development Informatics and Allied Research journal. 5(2); 77-84, Published by the African Society for Information & Communication Technology (ASICT). www.cisdijournal.net
15) A. T. Oladipo and O. A. Fadipe-Joseph and B.O. Moses (2014): On a new class of uniformly analytic functions associated with q – analogue of Dziok – Strivastava Operator, Far East Journal of Mathematical Sciences 89(2):153-167.Published by Pushpa Publishing House. http://www.pphmj.com Zbl 130730034.
16) Fadipe-Joseph, O. A., Afolabi, Y. O. and Moses B. O. (2015): Coefficient Inequalities for a class of harmonic univalent functions. Gulf Journal of Mathematics. 3(4); 85-97, Published by Canadian University Dubai, Faculty of Engineering and Applied Science, Dubai, UAE. www.gjom.org MR3411519.
17) O. A. Fadipe-Joseph, B.O. Moses and T.O. Opoola (2015): Multivalence of the Bessel function, Int. Electron. J. Pure Appl. Math. 9(2):95-104.Published by Academic Publications Ltd. http://www.acadpubl.eu MR3326310
18) Fadipe-Joseph, O. A., Moses, B. O. and Oluwayemi, M. O. (2016): Certain New classes of analytic using sigmoid function. Advances in Mathematics: Scientific Journal.5(1); 83-89, Published by the Union of researchers of Macedonia, Republic of Macedonia. www.sim.org.mk
19) Oladipo A.T. and Fadipe-Joseph O. A. (2016): Iterated Integral transforms of activated sigmoid function as related to Caratheodory family. Far East Journal of Applied Mathematics, 94(1): 1-15. Published by Pushpa Publications Ltd. http://www.pphmj.com Zbl 1336.30061
20) Makinde D. O. and Fadipe-Joseph O. A. (2016): A generalized univalent functions with missing coefficients of alternating type. Journal of Applied Mathematics and Bioinformatics, .6(2); 21-28. Published by Scientific Press International Limited. http://scienpress.com
21) Fadipe-Joseph, Olubunmi A. and Salami, Olanike R. (2017): Properties of a new class of Biharmonic Univalent function. Advances in Mathematics: Scientific Journal.6(1); 1 – 11, Published by the Union of researchers of Macedonia, Republic of Macedonia. www.sim.org.mk.
22) Fadipe-Joseph, O. A., Ademosu, W. T. and Murugusundaramoorthy, G. (2018): Coefficient bounds for a new class of univalent functions involving Salagean operator and the modified sigmoid functions. Int. J. Nonlinear Anal. Appl.9(2); 59-69, Published by Semnan University, Iran. https://ijnaa.semnan.ac.ir/
23) Murugusundaramoorthy, Gangadharan, Olatunji, Sunday Oluwafemi and Fadipe-Joseph, Olubunmi A. (2018): Fekete-Szego problems for analytic functions in the space of logistic sigmoid functions based on quasi-subordination. Int. J. Nonlinear Anal. Appl. 9(1); 55-68, Published by Semnan University, Iran. https://ijnaa.semnan.ac.ir/
24) Ezeafulukwe, Uzoamaka A., Darus, Maslina and Fadipe-Joseph, Olubunmi Abidemi (2018): On Analytic properties of a sigmoid function. International Journal of Mathematics and Computer Science. 13(2); 171-178, Published by Lebanese University, Lebanon. https://ijmcs.future-in-tech.net MR3795853.
25) Fadipe-Joseph, O. A., Kadir, B. B., Akinwunmi, S. E. and Adeniran, E. O. (2018): Polynomial bounds for a class of univalent function involving sigmoid function. Khayyam Journal of Mathematics.4(1); 88 -101, Published by the Department of Mathematics, Ferdowsi University of Mashhad, Iran. http://www.kjm-math.org/ MR3769594.
26) Fadipe-Joseph, Olubunmi A., Adeniran, N. A. and Windare, O. J. (2018): New subclasses of univalent function involving the modified sigmoid function using subordination principle. Journal of Mathematical Extension.12(4); 39-50, Published by the Department of Mathematics, Faculty of Science, Islamic Azad University, Iran. https://www.ijmex.com
27) Fadipe-Joseph, O. A., Moses, B. O. and Opoola, T. O. (2018): Fekete-Szego Inequality with sigmoid function for certain subclasses of multivalent Bessel functions. Palestine Journal of Mathematics.7(1); 107 – 114, Published by Palestine Polytechnic University, Palestine. https://pjm.ppu.edu MR3723966.
28) Fadipe-Joseph, Olubunmi A. and Dada, K. O. (2019): A Class of p-valent Functions in the Punctured Disc. Earthline Journal of Mathematical Sciences. 2(2); 473-481, Published by Earthline publishers. https://doi.org/10.34198/ejms.2219.473481
https://earthlinepublishers.com/index.php/ejms/about
29) Oluwayemi, M. O., Fadipe-Joseph, O. A. and Ezeafulukwe, U. A. (2019): Certain Subclass of Univalent functions involving modified sigmoid function. Journal of Physics: Conference Series 1212 012005. Institute of Physics( IOP) Publishing Ltd. https://iopscience.iop.org/article/10.1088/1742-6596/1212/1/012005
30) Olubunmi A. Fadipe-Joseph, Olusola E. Opaleye, & Olanike R. Oluwaseyi. (2019). Q-derivative of Modified Tremblay Operator. International Journal of Formal Sciences: Current and Future Research Trends, 3(01), 1–8. Retrieved from https://ijfscfrtjournal.isrra.org/index.php/Formal_Sciences_Journal/article/view/560
31) Olatunji, Sunday O. and Fadipe-Joseph, Olubunmi A. (2019): Initial Chebyshev polynomial class of analytic functions based on quasi- subordination. Palestine Journal of Mathematics. 8(2); 227-233, Published by Palestine Polytechnic University, Palestine. https://pjm.ppu.edu MR3956619
32) Olubunmi A. Fadipe-Joseph, Olanike R. Oluwaseyi and O. E. Opaleye (2020): Coefficient Bounds of Functions over the Quaternions. Journal of Generalized Lie Theory and Applications 14(2), DOI: 10.37421/glta.2020.14.300
33) Fadipe-Joseph, Olubunmi A., Windare, O. J. and Adeniran, E. O. (2020): Coefficient bounds for a class of univalent functions involving the modified sigmoid function. Malaya Journal of Matematik.8(2); 454-458, Published by University Press, India. https://doi.org/10.26637/MJM0802/0021
34) Fadipe-Joseph, Olubunmi A., Aina, E. A. and Titiloye, E. O. (2020): Coefficient Estimates of some classes of univalent functions using subordination principle. Earthline Journal of Mathematical Sciences. 4(1); 1-11, Published by Earthline publishers. https://doi.org/10.34198/ejms.4120.111 https://earthlinepublishers.com/index.php/ejms/about
35) Ezeafulukwe, Uzoamaka A., Darus, Maslina and Fadipe-Joseph, Olubunmi A. (2020): The q-analogue of Sigmoid Function in the space of univalent lambda - pseudo star-like functions. International Journal of Mathematics and Computer Science.15(2); 621-626, Published by Lebanese University, Lebanon. https://ijmcs.future-in-tech.net
36) Ezeafulukwe, Uzoamaka A., Darus, Maslina and Fadipe-Joseph, Olubunmi A. (2021): Certain Property of the q-analogue of Sigmoid Functions. International Journal of Mathematics and Computer Science.16(1); 311-320, Published by Lebanese University, Lebanon. https://ijmcs.future-in-tech.net
37) Olubunmi Abidemi Fadipe-Joseph, Oluwagbenga Joshua Windare, Nafisat Adenike Adeniran and Sunday Oluwafemi Olatunji (2021): Remodelled Sigmoid Function in the Space of Univalent Functions. Bull. Int. Math. Virtual Inst. 11(2); 387-394.DOI: 10.7251/BIMVI2102387F-J, The Society of Mathematicians Banja Luka. http://www.imvibi.org.
38) Olubunmi A. Fadipe-Joseph and M. O. Oluwayemi (2021): Sufficient conditions for class Cα, International Journal of Mathematics and Computer Science. 16(2); 515-524, Published by Lebanese University, Lebanon, https://ijmcs.future-in-tech.net
39) Oluwayemi, M. O., Fadipe-Joseph, Olubunmi A. and Najafzadeh, Sh. (2021): On a subclass of analytic functions with fixed finitely many coefficients based on Salagean operator and modified sigmoid function Advances in Mathematics: Scientific Journal. 10(6); 2807-2820, Published by the Union of researchers of Macedonia, Republic of Macedonia, www.sim.org.mk https://doi.org/10.37418/amsj.10.6.9
40) Olubunmi A. Fadipe-Joseph, M. O. Oluwayemi and E. O. Titiloye (2021): Subclasses of Univalent Functions Involving Modified Sigmoid Function International Journal of Difference Equations (IJDE). 16(1);73-85. Published by Research India Publication http:www.ripubliction.com/ijde.html
41) Olubunmi A. Fadipe-Joseph, O. D. Olawumi, U. A. Ezeafulukwe, Catherine N. Ejieji and E. O. Titiloye (2021): Subclasses of p-valent functions involving modified q-sigmoid International Journal of Mathematical Sciences and Applications (IJMSA).11(1);19-25. Published by Mind Reader Publications. http://ijmsa.yolasite.com
42) Olubunmi A. Fadipe-Joseph, O. D. Olawumi (2022): Using Quasi-subordination principle to establish the coefficient estimates of a Sakaguchi type class. Asia Pac. J. Math. 9(4). https://doi.org/10.28924/APJM/9-4
43) Mathew O. Oluwayemi and Olubunmi A. Fadipe-Joseph(2022): A new class of functions with finitely many fixed points. Hindawi Abstract and Applied Analysis Volume 2022, Article ID 9936129, 7 pages https://doi.org/10.1155/2022/9936129
44) M.O. Oluwayemi, Olubunmi A. Fadipe-Joseph (2023): Results on a certain class of analytic functions associated with Chebyshev polynomial, Scientific African, 19, Elsevier. doi: https://doi.org/10.1016/j.sciaf.2022.e01482
1) Fadipe – Joseph O. A. (2006): Braid Index of knots with up to ten crossings: Contemporary Problems in Mathematical Physics, Proceedings of the Fourth International Workshop, 387 –396, Published by World Scientific Publishing Co. Pte, Singapore. A catalogue record is available from the British Library. Available online at http://www.worldscibooks.com/etextbook/6149/6149_toc.pdf MR2360111 (2009d: 57021) Zbl 1124.46046
2) Fadipe-Joseph, O. A., Olatunji, S. O., Oladipo, A. T. and Moses, B. O. (2014): Certain Subclasses of univalent functions: ICWM 2014 Book, International Congress of Women Mathematicians, Sunsook Noh(ed.) 154-157. Published by European Women in Mathematics (EWM). http://www.icwm2014.org/20140812da
3) Nazmat T. Surajudeen-Bakinde, Nasir Faruk, Adeseko A. Ayeni, Olayiwola W. Bello, O. A. Fadipe-Joseph and Olabanji Kolade (2018): Prospects and Challenges of Different Technology Options for Public Safety and Disaster Relief Networks in Nigeria: Proceedings of the 1st International Conference on ICT for National Development and Its Sustainability.493-503. Published by the Faculty of Communication and Information Sciences, University of Ilorin, Ilorin, Nigeria
4) Fadipe-Joseph, Olubunmi A. and Adeniran, N. A. (2019): Continued Fraction for Patriarchal Practices in Nigeria: World Women in Mathematics 2018, Proceedings of the First World Meeting of Women in Mathematics (WM)2, Araujo, C., Benkart, G., Praeger, C., Tanbay, B. (eds.), Association for Women in Mathematics Series, Vol. 20, Published by Springer International Publishing. https://www.springer.com/gp/book/978303021169
1) Fadipe-Joseph, O. A. (2007): On global and braid index. Institute for Mathematical Sciences, National University of Singapore, Singapore. www.ims.nus.edu.sg/braids/files/joseph-conf.pdf
2) Fadipe-Joseph, O. A. (2010): Functions of a Complex variable. African Institute for Mathematical Sciences, South Africa. http://www.aims.ac.za
3) Fadipe-Joseph, O. A. (2016): Special functions in geometric function theory. The Abdus Salam International Centre for Theoretical Physics (ICTP), Italy, http://www.ictp.it
1) Gbadeyan J. A.,…Fadipe-Joseph O. A. et.al. (2007) “Undergraduate Mathematics SERIES 1 Revised” Published by Department of Mathematics, University of Ilorin, Ilorin, Nigeria. ISBN:978-33511-7-4
2) Gbadeyan J. A.,…Fadipe-Joseph O. A. et. al. (2007) “Undergraduate Mathematics SERIES II Revised” Published by Department of Mathematics, University of Ilorin, Ilorin, Nigeria. ISBN:978-46651-8-3
3) Gbadeyan J. A.,…Fadipe-Joseph O. A. et. al. (2006) “Pre-Degree Mathematics Revised” Published by Department of Mathematics, University of Ilorin, Ilorin, Nigeria. ISBN:978-33511-7-4
4) Gbadeyan J. A.,…Fadipe-Joseph O. A. et. al. (2016) “Pre-Degree Mathematics New Revised” Published by Department of Mathematics, University of Ilorin, Ilorin, Nigeria. ISBN:978-33511-7-4