“…Canon positioniert sie als Nachfolgemodell der sehr erfolgreichen 7D, aber mit allen Vorzügen der R-Baureihe. Die R7 hat einen APS-C-Sensor mit über 30 Megapixeln und bietet trotzdem ausgezeichnete Bildqualitt̃ bei Bildsituationen mit wenig Licht. …”

Tabla de Contenidos: “…Exercise 3.7 -- Exercise 3.8 -- Exercise 3.9 -- 3.2.2 Linear Equations with Variable Coefficients- Euler-Cauchy Equations (Equidimensional Equations) -- Exercise 3.10 -- 3.2.3 Legendre's Linear Equation -- Exercise 3.11 -- 3.2.4 Method of Variation of Parameters -- Exercise 3.12 -- 3.2.5 Systems of Simultaneous Linear Differential Equations with Constant Coefficients -- Exercise 3.13 -- Chapter 4: Differential Equations of the First Order but not of the First Degree -- 4.1 Equations solvable for p -- Exercise 4.1 -- 4.2 Equations solvable for y -- Exercise 4.2 -- 4.3 Equations solvable for x -- Exercise 4.3 -- Chapter 5: Linear Equation of the Second Order with Variable Coefficients -- 5.1 To find the integral in C.F. by inspection, i.e. to find a solution of -- Exercise 5.1 -- 5.2 General solution of R by changing the dependent variable and removing the first derivative (Reduction to normal form) -- Exercise 5.2 -- 5.3 General solution of by changing -- Exercise 5.3 -- Chapter 6: Integration in Series: Legendre, Bessel and Chebyshev Functions -- 6.1 Legendre functions -- 6.1.1 Introduction -- 6.1.2 Power Series Method of Solution of Linear Differential Equations -- 6.1.3 Existence of Series Solutions: Method of Frobenius -- 6.1.4 Legendre Functions -- 6.1.5 Legendre Polynomials Pa(x) -- 6.1.6 Generating Function for Legendre Polynomials Pn(x) -- 6.1.7 Recurrence Relations of Legendre Functions -- 6.1.8 Orthogonality of Functions -- 6.1.9 Orthogonality of Legendre Polynomials Pn(x) -- 6.1.10 Betrami's Result -- 6.1.11 Christoffel's Expansion -- 6.1.12 Christoffel's Summation Formula -- 6.1.13 Laplace's First Integral for (x) -- 6.1.14 Laplace's Second Integral for (x) -- 6.1.15 Expansion of f(x) in a Series of Legendre Polynomials -- Exercise 6.1 -- 6.2 Bessel functions -- 6.2.1 Introduction -- 6.2.2 Bessel Functions…”

“…This book provides (a) students with good in-depth and complete study material that is easy to learn and gain mastery of the subject of 'LIC', subscribing fully to university course syllabus and later in their professional career, (b) teaching faculty find complete subject material easy to impart in the classrooms and build strong foundation for the students, and (c) practitioners in the area who need to refer back to a seemingly simple concept that needs clarity and reinforcement while working on live projects…”

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