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Mathematics
Real Number
100%
Laurent Series
100%
Hyperplane
66%
Metric Space
66%
Diophantine Approximation
50%
Potential Games
33%
Hausdorff Dimension
33%
Congruence Condition
33%
Hausdorff Metric
33%
Algebraic Number
33%
Function Space
33%
Cantor Set
33%
Function Field
33%
Fractal Set
33%
Nearest Integer
33%
Fractal Geometry
33%
Main Result
33%
Number Theory
33%
Ergodic Theory
33%
Integer
27%
Lattice
27%
Probability Measure
22%
Matrix (Mathematics)
16%
Fractal
16%
Arbitrary Dimension
16%
Encoding Matrix
16%
Real Matrix
16%
Winning Strategy
16%
Rational Approximation
16%
Approximation Function
16%
Generality
16%
Congruence Subgroup
16%
Lindenstrauss
16%
Diagonal
16%
Ergodic Theorem
16%
Fractal Measure
16%
Finite Number
16%
Finite Field
16%
Counterexample
16%
Prime Number
16%
Compact Subset
11%
Fractal Dimension
11%
Residuals
11%
Space of Continuous Function
11%
Supremum Norm
11%
weak topology σ
11%
Continued Fraction Expansion
11%
Left Shift
11%
Polynomial
11%
Keyphrases
Schmidt Games
100%
Hyperplane
66%
Real numbers
61%
Winning Sets
50%
Partial Quotients
50%
Badly Approximable Vectors
50%
Cantor Set
33%
Metric Diophantine Approximation
33%
Badly Approximable Points
33%
Hausdorff Metric Space
33%
Cantor
33%
Function Space
33%
Probability Measure
33%
Escape of Mass
33%
Thue-Morse Sequence
33%
Badly Approximable
33%
Hausdorff Dimension
33%
Lattice Spacing
33%
Potential Game
33%
Function Fields
33%
Diophantine
33%
Littlewood Conjecture
33%
S-adic
33%
Metric Space
23%
Arbitrary Degree
16%
Fractal
16%
Weighted Approximation
16%
Algebraic numbers
16%
Approximation Function
16%
Fractal Set
16%
Diophantine Approximation
16%
Congruence Class
16%
Matrix Approximation
16%
Homogeneous Dynamics
16%
Congruence Subgroups
16%
Non-degenerate Curve
16%
Rational Approximation
16%
Fractal Geometry
16%
Ergodic Theorem
16%
Weak* Topology
16%
Continued Fraction Expansion
16%
Left Shift
16%
Inhomogeneous Diophantine Approximation
16%
Ahlfors Regular
16%
