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Shastri (B.A.) veda
वेदसंहिता- VI वेदाङ्ग - VI
वेदसंहिता- V वेदाङ्ग - V
वेद संहिता - I & वेदांग - I
वेद संहिता II & वेदांग II
Sanskrit (Acharya in Vyakrana)
P-03. वैयाकरणभूषणसारः (धात्वर्थ-लकारार्थ-सुबर्थ-नामार्थ-समासशक्तिप्रकरणानि) (Vaiyakaranabhusanasar)
परमलघुमञ्जूषा ( Paramalaghumanjusha)
परिभाषेन्दुशेखरः ( 1 तः 49 परिभाषाः) (Paribhashendushekhar 1 to 49)
परिभाषेन्दुशेखरः (असिद्धपरिभाषातः आ उपपदविभक्तेः) (Paribhashendushekhar Asiddhamparibhashat)
प्रौढमनोरमा (शब्दरत्नसहिता, सन्धिपञ्चकम्) (Praudhamanorama Shabd Sarita)
महाभाष्यम् (1,2,3 आह्निकानि) (Mahabhaṣyam 1 2 3)
Human Rights and Duties
Civil and Political Rights
Economic, Social and Cultural Rights; Group/ Collective Rights
Human Rights in Times of Armed Conflicts
International Criminal Justice
International Fora for the Protection, Promotion and Enforcement of Human Rights
International Human Rights Law
M.Ed. Courses
Advanced Educational RM
Psychology of Learning & Development
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Courses
Shastri (B.A.) veda
वेदसंहिता- VI वेदाङ्ग - VI
वेदसंहिता- V वेदाङ्ग - V
वेद संहिता - I & वेदांग - I
वेद संहिता II & वेदांग II
Sanskrit (Acharya in Vyakrana)
P-03. वैयाकरणभूषणसारः (धात्वर्थ-लकारार्थ-सुबर्थ-नामार्थ-समासशक्तिप्रकरणानि) (Vaiyakaranabhusanasar)
परमलघुमञ्जूषा ( Paramalaghumanjusha)
परिभाषेन्दुशेखरः ( 1 तः 49 परिभाषाः) (Paribhashendushekhar 1 to 49)
परिभाषेन्दुशेखरः (असिद्धपरिभाषातः आ उपपदविभक्तेः) (Paribhashendushekhar Asiddhamparibhashat)
प्रौढमनोरमा (शब्दरत्नसहिता, सन्धिपञ्चकम्) (Praudhamanorama Shabd Sarita)
महाभाष्यम् (1,2,3 आह्निकानि) (Mahabhaṣyam 1 2 3)
Human Rights and Duties
Civil and Political Rights
Economic, Social and Cultural Rights; Group/ Collective Rights
Human Rights in Times of Armed Conflicts
International Criminal Justice
International Fora for the Protection, Promotion and Enforcement of Human Rights
International Human Rights Law
M.Ed. Courses
Advanced Educational RM
Psychology of Learning & Development
Course info
Theory Of Computatoin (4th sem)
In theoretical computer science and mathematics, the
Theory Of Computation
is the branch that deals with what problems can be solved on a model of computation.
(
Teacher- Shital Kathoke)