Download Essential Math for AI: Exploring Linear Algebra by Andrew Hinton(.PDF)

Essential Math for AI: Exploring Linear Algebra, Probability and Statistics, Calculus, Optimization Techniques, and More byRequirements: .ePUB, .PDF, .MOBI/.AZW reader, 10 MBOverview: Are you ready to unlock the mathematical secrets that power today’s most advanced Artificial Intelligence systems? “Essential Math for AI” is an essential guide for anyone looking to understand the complex mathematical underpinnings […]

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Download Math & Science Tutor – Algebra v2.1.4 [Mod]

Math & Science Tutor – Algebra v2.1.4 [Mod]Requirements: 5.0+Overview: 1500+ Math Tutor Video Lessons in Basic Math, Algebra, Calculus, Physics, Chemistry, Engineering, Statistics. 500+ hours of step-by-step instruction. Learn fast and get help in any subject by solving example problems step-by-step. Every lesson teaches the student how to solve problems, gain practice, and perform the […]

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Download MathPapa – Algebra Calculator v1.5.1 [Premium]

MathPapa – Algebra Calculator v1.5.1 [Premium]Requirements: 7.0+Overview: Algebra Calculator & Equation Solver App. MathPapa can solve your equations (and show the work!) and help you when you’re stuck on your math homework. SOLVE your algebra problems step-by-step with MathPapa! MathPapa can solve your equations (and show the work!) and help you when you’re stuck on […]

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Download Classical Theory of Algebraic Numbers by Paulo Ribenboim (.PDF)

Classical Theory of Algebraic Numbers by Paulo RibenboimRequirements: .PDF reader, 43 MBOverview: Gauss created the theory of binary quadratic forms in “Disquisitiones Arithmeticae” and Kummer invented ideals and the theory of cyclotomic fields in his attempt to prove Fermat’s Last Theorem. These were the starting points for the theory of algebraic numbers, developed in the […]

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Download Excursions in Number Theory, Algebra by Kenneth Ireland (.PDF)

Excursions in Number Theory, Algebra, and Analysis by Kenneth Ireland, Al CuocoRequirements: .PDF reader, 2.3 MBOverview: This textbook originates from a course taught by the late Ken Ireland in 1972. Designed to explore the theoretical underpinnings of undergraduate mathematics, the course focused on interrelationships and hands-on experience. Readers of this textbook will be taken on […]

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