# File:Thinker.gif

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## File usage

More than 100 pages link to this file. The following list shows the first 100 page links to this file only. A full list is available.

- Alexander Polynomial is a Knot Invariant
- Annihilator is Submodule of Algebraic Dual
- Baire Characterisation Theorem
- Bendixson-Dulac Theorem
- Binet Form
- Brouncker's Formula
- Bézout's Lemma
- Bézout's Theorem
- Cardinality is Additive Function
- Cardinality of N k
- Cardinality of Set of All Mappings
- Chen's Theorem
- Classification of Compact Three-Manifolds Supporting Zero-Curvature Geometry
- Classification of Compact Two-Manifolds
- Condition for Group to Act Effectively on Left Coset Space
- Condition for Planes to be Parallel
- Crossbar Theorem
- Dicyclic Group is Group
- Dirichlet Series is Analytic
- Division Ring is Vector Space over Prime Subfield
- Domain of Injection Not Larger than Codomain
- Elements of Module with Equal Images under Linear Transformations form Submodule
- Epimorphism from Polynomial Forms to Polynomial Functions
- Equality of Cycles
- Equality of Polynomials
- Equation of Plane
- Equivalence of Definitions of Analytic Function
- Exact Form of Prime-Counting Function
- Existence of Laurent Series
- Existence of Solution to System of First Order ODEs
- Extendability Theorem for Intersection Numbers
- Fermat's Last Theorem
- Fermat's Principle of Least Time
- Field of Rational Functions is Field
- Four Color Theorem
- Gauss's Lemma on Unique Factorization Domains
- Generalization of Wilson's Theorem
- Goldbach's Weak Conjecture
- H-Cobordism Theorem
- Hadamard Factorization Theorem
- Harmonic Properties of Schwarz Functions
- Hilbert-Waring Theorem
- Homology Group is Group
- Integer as Sum of Three Squares
- Integers with Primitive Roots
- Intersection and Sum of Submodules
- Invertible Matrix corresponds to Automorphism
- Josephus Problem
- Kuratowski's Theorem
- Lebesgue Integral is Extension of Riemann Integral
- Lightning Never Strikes Twice
- Linear Transformation of Generated Module
- Linearity of Expectation Function
- Liouville's Theorem (Differential Equations)
- List of Fundamental Groups for 2-Manifolds
- Lyapunov's Stability Theorem
- Manipulation of Exterior Derivative
- Mapping Induced on Power Set by Bijection
- Maximal Ideal iff Quotient Ring is Field
- Morse-Sard Theorem
- Necessary Condition for Existence of BIBD
- Order of Divisor Function
- Ordered Basis for Coordinate Plane
- Parallelogram Law
- Pasch's Theorem
- Perfectly Normal Space is Completely Normal Space
- Poincaré Conjecture
- Polynomial Functions form Submodule of All Functions
- Power Series is Differentiable on Interval of Convergence
- Principal Ideal Domain is Unique Factorization Domain
- Projection of Straight Line on Another in Plane
- Projection on Cartesian Product of Modules
- Properties of Evaluation Linear Transformation
- Properties of Ordered Ring
- Quotient Ring by Null Ideal
- Quotient Ring of Integers and Principal Ideal from Unity
- Quotient Ring of Integers with Principal Ideal
- Quotient of Transformation Group acts Effectively
- Real Numbers form Ordered Integral Domain
- Reflection of Plane in Line through Origin is Linear Operator
- Ring of Linear Operators
- Rokhlin's Theorem (Intersection Forms)
- Rokhlin's Theorem on Bounded Manifolds and Induced Spin Structures
- Rotation of Plane about Origin is Linear Operator
- Set of Permutations is Largest Effective Transformation Group
- Steiner Inellipse is Unique
- Stretching and Contraction Mappings of Plane are Linear Operators
- Subspace of Real Differentiable Functions
- Subspace of Real Functions of Differentiability Class
- Subspace of Riemann Integrable Functions
- Sufficient Conditions for Uncountability
- Sums of Variances of Independent Trials
- T3 Space is Preserved under Homeomorphism
- T5 Space is Preserved under Homeomorphism
- Topological Product with Singleton
- Trivial Ordering Compatibility in Boolean Ring
- Unique Readability Theorem of Predicate Calculus
- Urysohn Space is Completely Hausdorff Space
- Valuation Ring is Local
- Vector Space over Subring