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A study of dynamical system with some applications
(2015) Giri, Sabindra; Kedar Nath Uprety
Dynamical system is mathematical formalization for any fixed rule which depends on time, these rules are described by differential equation and difference equation, which are also known as continuous and discrete time dynamical system. This work consists the basic concept and the behaviors of dynamical system, which are stability, bifurcation and chaos and their examples. Most of the parts of this work contain a continuous time system. Also, the little work is done about a discrete time system with an example.
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Psychology ( M.A.) Course of Study, 2009
(Central Department of Psychology, TU., 2009) Central Department of Psychology, TU.; Not
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एम. ए. संस्कृत पाठ्यक्रम, 2008 ( 2065)
(संस्कृत विभाग त्रि. वि., 2008) संस्कृत विभाग त्रि. वि.; Not