Abridgment of Siddhantakaumudi by BhatĐtĐoji DiksĐita, classical commentary on AsĐtĐadhyayi of PanĐini, work on Sanskrit grammar.

The present book being an English translation of a German book entitled Der Saiva Siddhanta by H.W. Schomerus gives a full and documented account of this theistic movement then as now little known in the West. The book quickly became and still is the major reference work in this field in any European language. Schomerus cites siddhanta scriptures on each point. His book thus offers a systematic theology of the movement from its own basic texts many of which are not otherwise available in English.

Presents a systematic and comprehensive introduction to ODEs for graduate and postgraduate students. The systematic organized text on differential inequalities, Gronwall's inequality, Nagumo's theorems, Osgood's criteria and applications of different equations of first order is dealt with in a greater depth. The book discusses qualitative and quantitative aspects of the Strum Liouville problems, Green's function, integral equations, Laplace transform and is supported by a number of worked-out examples in each lesson to make the concepts clear. A lot of stress on stability theory is laid down, especially on Lyapunov and Poincare stability theory. A numerous figures in various lessons (in particular lessons dealing with stability theory) have been added to clarify the key concepts in DE theory. Nonlinear oscillation in conservative systems and Hamiltonian systems highlights basic nature of the systems considered. Perturbation techniques lesson deals in fairly details to understand basic nature and approximate solutions of nonlinear DEs like: Rayleigh equation, Duffing equation, Lienard equation, van der Pol equation.

Study of Kasika of Vamana and Jayaditya, 7th century; work on Sanskrit grammar.