iosr-Jm   Volume-15 ~ Issue-3 ~ May-June 2019

Abstract: This paper investigates the relationship between the desirability and feasibility of entrepreneurial intentions to create new young digital talent in Indonesia. This paper studies the experiential teaching "work & innovation-base‟ learning entrepreneurship through a Lean Startup Methodology (LSM). The students have been compelled to execute LSM for early-stage adventures. This study investigated several factors that influence prospective young entrepreneurs in Entrepreneurship Education within students, based on a sample of 245 university students. The research‟s model used the "Non-Equivalent Groups Design‟ (NEGD) framework for both "observed group' and "control group‟. The results of this study showed that "Perceived Desirability" and "Perceived Feasibility" have impacted Entrepreneurial Intentions in an integrated environment of higher education. Descriptive statistics and MANOVA Analysis were used to analyze the model.

Key Word: Entrepreneurship Education; Entrepreneurial Intentions; Lean Startup Methodology (LSM); Perceived Desirability; Perceived Feasibility.

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[3]. Ajzen, I., & Fishbein, M. (2000). Attitudes and the Attitude-Behavior Relation: Reasoned and Automatic Processes. European Review of Social Psychology, 11(1), 1–33.
[4]. Baron, R. A. (2004). Opportunity recognition: A Cognitive Perspective. In Academy of Management (pp. A1–A6).
[5]. Barrett, M., Davidson, E., Prabhu, J., & Vargo, S. L. (2015). Service Innovation in the Digital Age: Key Contributions and Future Directions. MIS Quarterly, 39(1), 135–154.

Abstract: Let (Q, *, Ʃ, δ, q0, F) be a Finite Group Automaton. Let (S, *, E, γ, q0, T) be a Finite Sub-group Automaton of Q. Then (Q/S, o , Ʃ, ˄ , q0*S, F') is a finite group automaton. This finite group automaton is known as the Quotient Finite Group Automaton (Quotient FGA) corresponding to the Finite Subgroup Automaton (S, *, E, γ, qs, T). If a string w is accepted by (Q, *, Ʃ, δ, q0, F), then w is accepted by (Q/S, o , Ʃ, ˄ , q0*S, F'). If L is a language accepted by a finite group automaton (Q, *, Ʃ, δ, q0, F) , then L is accepted by (Q/S, o , Ʃ, ˄ , q0*S, F').

Key Word: Finite Group Automaton, Finite Sub-group Automaton, Quotient Finite Group Automaton

[1]. Dr.K.Muthukumaran And S.Shanmugavadivoo , "Isomorphism On Finite Group Automata" "IOSR Journal Of Mathematics", A Journal Of "International Organization Of Scientific Research", e-ISBN:2278-5728, p-ISBN:2319-765X,Volume 15, Issue I, Ver.II (Jan.-Feb.2019),PP 04-11.
[2]. Dr.K.Muthukumaran And S.Shanmugavadivoo, " Homomorphism On Finite Group Automata And Homomorphic Images Of Finite Group Automata" "IOSR Journal Of Mathematics", A Journal Of "International Organization Of Scientific Research" e-ISBN:2278-5728, p-ISBN:2319-765X,Volume 15, Issue I, Ver.II (Jan.-Feb.2019),PP 01-03.
[3]. Dr.K.Muthukumaran And S.Shanmugavadivoo , " Finite Subgroup Automata" "IOSR Journal Of Mathematics", A Journal Of "International Organization Of Scientific Research", e-ISBN:2278-5728, p-ISBN:2319-765X,Volume 15, Issue I, Ver.I (Jan.-Feb.2019),PP 50-56.
[4]. Dr.K.Muthukumaran And S.Shanmugavadivoo , " Finite Abelian Automata" "IOSR Journal Of Mathematics", A Journal Of "International Organization Of Scientific Research" e-ISBN:2278-5728, p-ISBN:2319-765X,Volume 14, Issue 2, Ver.II (March.-April.2018),PP 01-04.
[5]. S.Shanmugavadivoo And Dr.K.Muthukumaran , "Ac Finite Binary Automata" "IOSR Journal Of Mathematics", A Journal Of "International Organization Of Scientific Research", e-ISBN:2278-5728, p-ISBN:2319-765X,Volume 14, Issue I, Ver.III (Jan.-Feb.2018),PP 19-21.

Abstract: In this paper, mathematical model of Human Papilloma Virus (HPV) with chemotherapy as treatment is formulated and analyzed. The cancer cells have been divided into four compartments SITR. The well possedness of the formulated model equations was proved and the equilibrium points of the model have been identified. In addition, the basic reproduction number is derived using next generation matrix method and analyzed the stability of the equilibrium points using Routh Hurwitz criterion. From the analytic and numerical simulation studies it is observed that if the basic reproduction is less than one then the solution converges to the disease free steady state i.e., disease will wipe out and thus the treatment is said to be successful. On the other hand, if the basic reproduction number is greater than one then the solution converges to endemic equilibrium point and thus the infectious cells continue.......

Key Word: Cervical Cancer, Chemotherapy, Basic Reproduction Number, Stability Analysis, Routh Hurwitz criterion

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[2]. National Cancer Registry of South Africa. Available online: http://www.cansa.org.za/files/2015/10/NCR_Final_2010_tables1.pdf (accessed on 24 April 2018).
[3]. Alemu Geleta Wedajo, Boka Kumsa Bole, Purnachandra Rao Koya, Analysis of SIR Mathematical Model for Malaria disease with the inclusion of Infected Immigrants, IOSR Journal of Mathematics (IOSR-JM),e-ISSN: 2278-5728, p-ISSN: 2319-765X. Volume 14, Issue 5 Ver. I (Sep - Oct 2018), PP 10-21
[4]. Cervical Cancer Action Report Card 2011. Available from http://www.cervicalcanceraction.org/pubs/CCA_reportcard_low-res.pdf
[5]. Tadele Tesfa Tegegne, Purnachandra Rao Koya and Temesgen Tibebu Mekonnen, Impact of Heterosexuality and Homosexuality on the transmission and dynamics of HIV/AIDS, IOSR Journal of Mathematics (IOSR-JM)e-ISSN: 2278-5728, p-ISSN: 2319-765X. Volume 12, Issue 6 Ver. V (Nov. - Dec.2016), PP 38-49.