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| Date/Time | Thumbnail | Dimensions | User | Comment | |
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| current | 09:12, 7 July 2011 | | 321 × 240 (10 KB) | Prime.mover (talk | contribs) | Icon for Template:Help. |
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File usage
The following 40 pages use this file:
- Characteristics of Vector in Plane
- Characteristics of Vector in Plane/Examples/-y, x
- Characteristics of Vector in Plane/Examples/x, -y
- Convergence of Sequence of Test Functions in Test Function Space implies Convergence in Schwartz Space
- Equation of Cornu Spiral/Parametric
- Equidistance is Independent of Betweenness
- Gordan's Theorem
- Hölder's Inequality for Integrals
- Hölder's Inequality for Integrals/Equality
- Necessary and Sufficient Condition for Quadratic Functional to be Positive Definite
- Nonexistence of Continuous Linear Transformations over Finite Dimensional Vector Space whose Commutator equals Identity
- Nonnegative Quadratic Functional implies no Interior Conjugate Points
- P-Sequence Space admits Schauder Basis
- P-adic Norm is Well Defined
- Perfect Number which is Sum of Equal Powers of Two Numbers
- Principle of Superposition
- Sigma Function of Half
- Successor of Ordinal Smaller than Limit Ordinal is also Smaller
- Support a Bucket over Edge of Table using Staff
- Union of Open Sets is Open
- Wilson's Theorem/Corollary 2/Historical Note
- User:Barto/tpl/ambox/core
- Template:Help
- Template:MaintenanceTemplate
- Category:Gordan's Theorem
- Definition:Abel Summation Method
- Definition:Classical Propositional Logic
- Definition:Confidence Interval
- Definition:Continued Fraction/Expansion of Real Number
- Definition:Curvature
- Definition:Curvature/Unit-Speed Parametric Form
- Definition:Extremum/Functional
- Definition:Free Product
- Definition:Isometry (Euclidean Geometry)
- Definition:Linear Interval Scale/Also known as
- Definition:Precisely One Function
- Definition:Smallest Field containing Subfield and Complex Number
- Definition:Stirling Numbers of the First Kind/Unsigned/Complex Numbers
- Definition:Stirling Numbers of the Second Kind/Complex Numbers
- Definition:Telophase Topology/Linguistic Note
