This is the 5th edition (SI Version) of the classic Physical Chemistry textbook, widely used in undergraduate chemistry courses. It belongs to Salahaddin University - College of Education Library
Advanced lecture notes covering theoretical approaches to the quantum many-body problem, including interacting particle systems and mathematical methods used in condensed matter physics.
A mathematically oriented introduction to quantum mechanics, emphasizing formal structure, operators, Hilbert space methods, and foundational principles of quantum theory for physics students.
A collection of physics problems intended for advanced secondary school and early university students. Covers mechanics, thermodynamics, electricity, and general physics problem-solving techniques.
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A graduate-level text covering physical kinetics and non-equilibrium processes in statistical physics. Discusses transport equations, Boltzmann equation, plasma behavior, and relaxation processes. Part of the renowned Course of Theoretical Physics series.
A foundational advanced text in statistical physics covering classical and quantum statistical mechanics, thermodynamic systems, distribution functions, and phase transitions. Part of the Course of Theoretical Physics series, widely regarded as a core reference in theoretical physics.
A foundational graduate-level text presenting classical field theory within the framework of special relativity. Covers relativistic mechanics, electromagnetic field theory, energy-momentum tensors, and the covariant formulation of physical laws. Part of the renowned Course of Theoretical Physics series.
A classic monograph on charge transport in solids, focusing on current injection mechanisms, space-charge-limited currents, and theoretical models of conduction in insulating and semiconducting materials. Widely used in solid-state physics and electronic materials research.
A foundational graduate-level text in mathematical physics presenting rigorous methods for solving boundary value problems for partial differential equations. Widely regarded as a classic reference in analysis and applied mathematics.