Name Description Size
bigint-and-number.js --- esid: sec-multiplicative-operators-runtime-semantics-evaluation description: Mixing BigInt and Number produces a TypeError for multiplication operator features: [BigInt] info: | Let lnum be ? ToNumeric(leftValue). Let rnum be ? ToNumeric(rightValue). If Type(lnum) does not equal Type(rnum), throw a TypeError exception. --- 2315
bigint-arithmetic.js --- esid: sec-multiplicative-operators-runtime-semantics-evaluation description: BigInt multiplication arithmetic features: [BigInt] --- 20049
bigint-errors.js --- description: multiplication operator ToNumeric with BigInt operands esid: sec-multiplicative-operators-runtime-semantics-evaluation features: [BigInt, Symbol, Symbol.toPrimitive, computed-property-names] --- 1967
bigint-toprimitive.js --- description: multiplication operator ToNumeric with BigInt operands esid: sec-multiplicative-operators-runtime-semantics-evaluation features: [BigInt, Symbol.toPrimitive, computed-property-names] --- 8808
bigint-wrapped-values.js --- description: multiplication operator ToNumeric with BigInt operands esid: sec-multiplicative-operators-runtime-semantics-evaluation features: [BigInt, Symbol.toPrimitive, computed-property-names] --- 1424
browser.js 0
line-terminator.js --- esid: sec-multiplicative-operators-runtime-semantics-evaluation description: Line terminator between the operands of a multiplication operator info: | MultiplicativeExpression[Yield, Await]: ExponentiationExpression MultiplicativeExpression MultiplicativeOperator ExponentiationExpression MultiplicativeOperator : one of / % --- 558
order-of-evaluation.js --- esid: sec-multiplicative-operators-runtime-semantics-evaluation description: Type coercion order of operations for multiplication operator features: [Symbol] info: | Evaluate lhs Evaluate rhs ToNumeric(lhs) ToNumeric(rhs) --- 3044
S11.5.1_A1.js --- info: | White Space and Line Terminator between MultiplicativeExpression and "*" or between "*" and UnaryExpression are allowed es5id: 11.5.1_A1 description: Checking by using eval --- 1640
S11.5.1_A2.1_T1.js --- info: Operator x * y uses GetValue es5id: 11.5.1_A2.1_T1 description: Either Type is not Reference or GetBase is not null --- 1112
S11.5.1_A2.1_T2.js --- info: Operator x * y uses GetValue es5id: 11.5.1_A2.1_T2 description: If GetBase(x) is null, throw ReferenceError --- 541
S11.5.1_A2.1_T3.js --- info: Operator x * y uses GetValue es5id: 11.5.1_A2.1_T3 description: If GetBase(y) is null, throw ReferenceError --- 541
S11.5.1_A2.2_T1.js --- info: Operator x * y uses [[Default Value]] es5id: 11.5.1_A2.2_T1 description: If Type(value) is Object, evaluate ToPrimitive(value, Number) --- 3214
S11.5.1_A2.3_T1.js --- info: | ToNumber(first expression) is called first, and then ToNumber(second expression) es5id: 11.5.1_A2.3_T1 description: Checking with "throw" --- 987
S11.5.1_A2.4_T1.js --- info: First expression is evaluated first, and then second expression es5id: 11.5.1_A2.4_T1 description: Checking with "=" --- 566
S11.5.1_A2.4_T2.js --- info: First expression is evaluated first, and then second expression es5id: 11.5.1_A2.4_T2 description: Checking with "throw" --- 881
S11.5.1_A2.4_T3.js --- info: First expression is evaluated first, and then second expression es5id: 11.5.1_A2.4_T3 description: Checking with undeclarated variables --- 593
S11.5.1_A2.4_T4.js --- info: First expression is evaluated first, and then second expression es5id: 11.5.1_A2.4_T4 description: Checking with undeclarated variables flags: [noStrict] --- 442
S11.5.1_A3_T1.1.js --- info: Operator x * y returns ToNumber(x) * ToNumber(y) es5id: 11.5.1_A3_T1.1 description: > Type(x) and Type(y) vary between primitive boolean and Boolean object --- 953
S11.5.1_A3_T1.2.js --- info: Operator x * y returns ToNumber(x) * ToNumber(y) es5id: 11.5.1_A3_T1.2 description: Type(x) and Type(y) vary between primitive number and Number object --- 857
S11.5.1_A3_T1.3.js --- info: Operator x * y returns ToNumber(x) * ToNumber(y) es5id: 11.5.1_A3_T1.3 description: Type(x) and Type(y) vary between primitive string and String object --- 1165
S11.5.1_A3_T1.4.js --- info: Operator x * y returns ToNumber(x) * ToNumber(y) es5id: 11.5.1_A3_T1.4 description: Type(x) and Type(y) vary between Null and Undefined --- 892
S11.5.1_A3_T1.5.js --- info: Operator x * y returns ToNumber(x) * ToNumber(y) es5id: 11.5.1_A3_T1.5 description: Type(x) and Type(y) vary between Object object and Function object --- 1036
S11.5.1_A3_T2.1.js --- info: Operator x * y returns ToNumber(x) * ToNumber(y) es5id: 11.5.1_A3_T2.1 description: > Type(x) is different from Type(y) and both types vary between Boolean (primitive or object) and Number (primitive and object) --- 1541
S11.5.1_A3_T2.2.js --- info: Operator x * y returns ToNumber(x) * ToNumber(y) es5id: 11.5.1_A3_T2.2 description: > Type(x) is different from Type(y) and both types vary between Number (primitive or object) and String (primitive and object) --- 1754
S11.5.1_A3_T2.3.js --- info: Operator x * y returns ToNumber(x) * ToNumber(y) es5id: 11.5.1_A3_T2.3 description: > Type(x) is different from Type(y) and both types vary between Number (primitive or object) and Null --- 863
S11.5.1_A3_T2.4.js --- info: Operator x * y returns ToNumber(x) * ToNumber(y) es5id: 11.5.1_A3_T2.4 description: > Type(x) is different from Type(y) and both types vary between Number (primitive or object) and Undefined --- 1012
S11.5.1_A3_T2.5.js --- info: Operator x * y returns ToNumber(x) * ToNumber(y) es5id: 11.5.1_A3_T2.5 description: > Type(x) is different from Type(y) and both types vary between String (primitive or object) and Boolean (primitive and object) --- 1589
S11.5.1_A3_T2.6.js --- info: Operator x * y returns ToNumber(x) * ToNumber(y) es5id: 11.5.1_A3_T2.6 description: > Type(x) is different from Type(y) and both types vary between primitive String (primitive or object) and Undefined --- 1046
S11.5.1_A3_T2.7.js --- info: Operator x * y returns ToNumber(x) * ToNumber(y) es5id: 11.5.1_A3_T2.7 description: > Type(x) is different from Type(y) and both types vary between String (primitive or object) and Null --- 887
S11.5.1_A3_T2.8.js --- info: Operator x * y returns ToNumber(x) * ToNumber(y) es5id: 11.5.1_A3_T2.8 description: > Type(x) is different from Type(y) and both types vary between Boolean (primitive or object) and Undefined --- 1055
S11.5.1_A3_T2.9.js --- info: Operator x * y returns ToNumber(x) * ToNumber(y) es5id: 11.5.1_A3_T2.9 description: > Type(x) is different from Type(y) and both types vary between Boolean (primitive or object) and Null --- 906
S11.5.1_A4_T1.1.js --- info: | The result of a floating-point multiplication is governed by the rules of IEEE 754 double-precision arithmetics es5id: 11.5.1_A4_T1.1 description: If left operand is NaN, the result is NaN --- 1618
S11.5.1_A4_T1.2.js --- info: | The result of a floating-point multiplication is governed by the rules of IEEE 754 double-precision arithmetics es5id: 11.5.1_A4_T1.2 description: If right operand is NaN, the result is NaN --- 1621
S11.5.1_A4_T2.js --- info: | The result of a floating-point multiplication is governed by the rules of IEEE 754 double-precision arithmetics es5id: 11.5.1_A4_T2 description: > The sign of the result is positive if both operands have the same sign, negative if the operands have different signs --- 1781
S11.5.1_A4_T3.js --- info: | The result of a floating-point multiplication is governed by the rules of IEEE 754 double-precision arithmetics es5id: 11.5.1_A4_T3 description: Multiplication of an infinity by a zero results in NaN --- 1639
S11.5.1_A4_T4.js --- info: | The result of a floating-point multiplication is governed by the rules of IEEE 754 double-precision arithmetics es5id: 11.5.1_A4_T4 description: > Multiplication of an infinity by an infinity results in an infinity of appropriate sign --- 1240
S11.5.1_A4_T5.js --- info: | The result of a floating-point multiplication is governed by the rules of IEEE 754 double-precision arithmetics es5id: 11.5.1_A4_T5 description: > Multiplication of an infinity by a finite non-zero value results in a signed infinity --- 2018
S11.5.1_A4_T6.js --- info: | The result of a floating-point multiplication is governed by the rules of IEEE 754 double-precision arithmetics es5id: 11.5.1_A4_T6 description: > If the magnitude is too large to represent, the result is then an infinity of appropriate sign --- 1174
S11.5.1_A4_T7.js --- info: | The result of a floating-point multiplication is governed by the rules of IEEE 754 double-precision arithmetics es5id: 11.5.1_A4_T7 description: > If the magnitude is too small to represent, the result is then a zero of appropriate sign --- 2084
S11.5.1_A4_T8.js --- info: | The result of a floating-point multiplication is governed by the rules of IEEE 754 double-precision arithmetics es5id: 11.5.1_A4_T8 description: > Multiplication is not always associative (x * y * z is the same as (x * y) * z, not x * (y * z)) --- 845
shell.js 0