Critical Line

The Line in the Complex Plane on which the Riemann Hypothesis asserts that allnontrivial (Complex) Roots of the Riemann Zeta Function lie. Although it isknown that an Infinite number of zeros lie on the critical line and that these comprise at least 40% of allzeros, the Riemann Hypothesis is still unproven.

References

Vardi, I. Computational Recreations in Mathematica. Reading, MA: Addison-Wesley, p. 142, 1991.

• Bergman Kernel
• Bergman Space
• Bernoulli Differential Equation
• Bernoulli Distribution
• Bernoulli Function
• Bernoulli Inequality
• Bernoulli Lemniscate
• Bernoulli Number
• Bernoulli Polynomial
• Bernoulli's Paradox
• Bernoulli's Theorem
• Bernoulli Trial
• Bernstein-Bézier Curve
• Bernstein Minimal Surface Theorem
• Bernstein Polynomial
• Bernstein's Constant
• Bernstein's Inequality
• Bernstein's Polynomial Theorem
• Bernstein-Szegö Polynomials
• Berry-Osseen Inequality
• Berry Paradox
• Bertelsen's Number
• Bertini's Theorem
• Bertrand Curves
• Bertrand's Paradox