Multiple - line & surface integrals , by John Bredakis

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Making Higher Mathematics Very Attractive via John Bredakis Inventions. 
Innumerous Integrals , starting at the last year of High School

Classical Bessel's equation , with full proofs - And the role of computers

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The mighty power of expression of advanced mathematics

Fourier's series and Integral - A supplement

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A tremendous effort to provide all the necessary proofs

Fourier's series & integral , primarily via the Dirac's heretic isosceles triangle & A Brief Summary of the Classical Bessel's Equation at the End

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Emphasis on Fourier's Integral - Making Mathematics attractive!!
Better understood via my method and the Gamma function
and of course on Dirac's heretic isosceles triangle , provided to me by Ya.B.Zeltovich - Reference 1. A special Thanks

Solution of Homogeneous systems - Brief Theory and The mighty role of computers

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A didactic introduction to Linear Algebra !!
Sound theory and computers make Mathematics very attractive

Trigonometry-Barocenter-Orthocenter-Circumscribed-Inscribed circles etc

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Probability and Applied Medical Statistics , A brief approach

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A brief review of probability theory and statistics

TAYLOR SERIES OF ONE ,TWO & THREE VARIABLES

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An innovating approach to Higher Mathematics

Innumerous Integrals From The Last Year of High School 
Making Higher Mathematics Attractive 

Fortunately  there exist often easier solutions to several mathematical problems. 

Polynomials and Interpolation @ the role of computers

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Basic and yet very important aspects of Higher Mathematics
Thanks Wolfram and Computational Mathematics by B.P.Demitovich and I.A.Maron