Table of Derivatives
2026ReferenceSergey
Reference table of the derivatives of the elementary functions: power, exponential, logarithmic, trigonometric and their inverses.
1
240
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12 results
Table of Basic Integrals
2026ReferenceSergey
Reference table of the basic indefinite integrals of the elementary functions: power, exponential, logarithmic and trigonometric.
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270
Integrals with Exponentials
2026ReferenceSergey
Reference table of indefinite integrals of the exponential function and its products with powers of x.
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290
Integrals of Hyperbolic Functions
2026ReferenceSergey
Reference table of indefinite integrals of the hyperbolic sine, cosine, tangent and cotangent.
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260
Integrals with Logarithms
2026ReferenceSergey
Reference table of indefinite integrals of expressions containing the natural logarithm.
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230
Integrals of Rational Functions
2026ReferenceSergey
Reference table of indefinite integrals of rational functions, including quadratic denominators and partial-fraction forms.
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290
Integrals with Radicals
2026ReferenceSergey
Reference table of indefinite integrals of expressions containing square roots and other radicals.
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260
Integrals of Trigonometric Functions and Exponentials
2026ReferenceSergey
Reference table of indefinite integrals of products of exponentials with sine and cosine.
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290
Integrals of Trigonometric Functions and Monomials
2026ReferenceSergey
Reference table of indefinite integrals of products of powers of x with sine and cosine.
0
290
Integrals with Trigonometric Functions
2026ReferenceSergey
Reference table of indefinite integrals of sine, cosine, tangent and their powers and products.
0
280
Finite flat commutative group schemes embed locally into abelian schemes
2026TheorySean Cotner
A proof of Raynaud's theorem: every finite flat commutative group scheme over a locally noetherian base embeds, Zariski-locally, as a closed subgroup of an abelian scheme.
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150
CMI 2000, The Millennium Prize Problems
2026Problem sheet
The Millennium Meeting, Paris, 24 May 2000, at which the seven problems were announced.
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360