Notes on generating Sobol sequences
... where ⊕ is the bit-by-bit exclusive-or operator. The initial values m1,j , m2,j , . . . , msj ,j can be chosen freely provided that each mk,j , 1 ≤ k ≤ sj , is odd and less than 2k . The so-called direction numbers {v1,j , v2,j , . . .} are defined by mk,j vk,j := k . ...
... where ⊕ is the bit-by-bit exclusive-or operator. The initial values m1,j , m2,j , . . . , msj ,j can be chosen freely provided that each mk,j , 1 ≤ k ≤ sj , is odd and less than 2k . The so-called direction numbers {v1,j , v2,j , . . .} are defined by mk,j vk,j := k . ...
Scientific Notation Powerpoint
... How would you reverse Scientific Notation (write in standard form)? Do the OPPOSITE. 1. Move the decimal point the number of places as the exponent in the Power of 10 to the RIGHT. ...
... How would you reverse Scientific Notation (write in standard form)? Do the OPPOSITE. 1. Move the decimal point the number of places as the exponent in the Power of 10 to the RIGHT. ...
Remainder Theorem
... If the remainder f(r) = R = 0, then (x-r) is a factor of f(x). The Factor Theorem is powerful because it can be used to find the roots of polynomial equations. Example 3: Is x 4 a factor of 3x 3 x 2 20 x 5 ? For this question we need to find out if dividing 3x 3 x 2 20 x 5 by x 4 lea ...
... If the remainder f(r) = R = 0, then (x-r) is a factor of f(x). The Factor Theorem is powerful because it can be used to find the roots of polynomial equations. Example 3: Is x 4 a factor of 3x 3 x 2 20 x 5 ? For this question we need to find out if dividing 3x 3 x 2 20 x 5 by x 4 lea ...
Squares & Square Roots
... Estimating Square Roots Not all numbers are perfect squares. Not every number has an Integer for a square root. We have to estimate square roots for numbers between perfect squares. ...
... Estimating Square Roots Not all numbers are perfect squares. Not every number has an Integer for a square root. We have to estimate square roots for numbers between perfect squares. ...
2.3
... number of significant digits in our answers matches the number of significant digits in the least significant number given in the original problem. Also, we round our answers only and not any of the numbers in the intermediate steps. ...
... number of significant digits in our answers matches the number of significant digits in the least significant number given in the original problem. Also, we round our answers only and not any of the numbers in the intermediate steps. ...
Lesson 1
... • Inductive Reasoning- the process of arriving at a general conclusion based on observations of specific examples. • We can never be certain that these conclusions are true. • For this reason conclusions are called conjectures, hypotheses, or educated guess. ...
... • Inductive Reasoning- the process of arriving at a general conclusion based on observations of specific examples. • We can never be certain that these conclusions are true. • For this reason conclusions are called conjectures, hypotheses, or educated guess. ...
1-1 Expressions and Formulas
... It is a mathematical statement with variables. 3x + 4 So what is an Equation? It an expression that equals a given value, thus you can solve an equation. ...
... It is a mathematical statement with variables. 3x + 4 So what is an Equation? It an expression that equals a given value, thus you can solve an equation. ...
Solution Week 90 (5/31/04) The game of NIM As with many
... other triplets, this appears to be true in general for an LP. We will prove this with the following theorem. Theorem: Call a triplet an E-triplet (the “E” stands for “even”) if it has the following property: When the three numbers are written in base 2, there is an even number (that is, either zero ...
... other triplets, this appears to be true in general for an LP. We will prove this with the following theorem. Theorem: Call a triplet an E-triplet (the “E” stands for “even”) if it has the following property: When the three numbers are written in base 2, there is an even number (that is, either zero ...
