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Fix table formatting in advanced.md
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@ -101,13 +101,11 @@ If you already have a function or functor that returns `bool` (or a type that
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can be implicitly converted to `bool`), you can use it in a *predicate
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assertion* to get the function arguments printed for free:
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| Fatal assertion | Nonfatal assertion | Verifies |
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| -------------------- | -------------------- | --------------------------- |
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| `ASSERT_PRED1(pred1, | `EXPECT_PRED1(pred1, | `pred1(val1)` is true |
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: val1);` : val1);` : :
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| `ASSERT_PRED2(pred2, | `EXPECT_PRED2(pred2, | `pred2(val1, val2)` is true |
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: val1, val2);` : val1, val2);` : :
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| `...` | `...` | ... |
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| Fatal assertion | Nonfatal assertion | Verifies |
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| --------------------------------- | --------------------------------- | --------------------------- |
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| `ASSERT_PRED1(pred1, val1)` | `EXPECT_PRED1(pred1, val1)` | `pred1(val1)` is true |
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| `ASSERT_PRED2(pred2, val1, val2)` | `EXPECT_PRED2(pred2, val1, val2)` | `pred1(val1, val2)` is true |
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| `...` | `...` | `...` |
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In the above, `predn` is an `n`-ary predicate function or functor, where `val1`,
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`val2`, ..., and `valn` are its arguments. The assertion succeeds if the
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@ -330,23 +328,18 @@ want to learn more, see
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#### Floating-Point Macros
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| Fatal assertion | Nonfatal assertion | Verifies |
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| ----------------------- | ----------------------- | ----------------------- |
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| `ASSERT_FLOAT_EQ(val1, | `EXPECT_FLOAT_EQ(val1, | the two `float` values |
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: val2);` : val2);` : are almost equal :
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| `ASSERT_DOUBLE_EQ(val1, | `EXPECT_DOUBLE_EQ(val1, | the two `double` values |
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: val2);` : val2);` : are almost equal :
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| Fatal assertion | Nonfatal assertion | Verifies |
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| ------------------------------- | ------------------------------- | ---------------------------------------- |
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| `ASSERT_FLOAT_EQ(val1, val2);` | `EXPECT_FLOAT_EQ(val1, val2);` | the two `float` values are almost equal |
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| `ASSERT_DOUBLE_EQ(val1, val2);` | `EXPECT_DOUBLE_EQ(val1, val2);` | the two `double` values are almost equal |
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By "almost equal" we mean the values are within 4 ULP's from each other.
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The following assertions allow you to choose the acceptable error bound:
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| Fatal assertion | Nonfatal assertion | Verifies |
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| ------------------ | ------------------------ | ------------------------- |
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| `ASSERT_NEAR(val1, | `EXPECT_NEAR(val1, val2, | the difference between |
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: val2, abs_error);` : abs_error);` : `val1` and `val2` doesn't :
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: : : exceed the given absolute :
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: : : error :
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| Fatal assertion | Nonfatal assertion | Verifies |
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| ------------------------------------- | ------------------------------------- | -------------------------------------------------------------------------------- |
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| `ASSERT_NEAR(val1, val2, abs_error);` | `EXPECT_NEAR(val1, val2, abs_error);` | the difference between `val1` and `val2` doesn't exceed the given absolute error |
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#### Floating-Point Predicate-Format Functions
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@ -369,10 +362,9 @@ Verifies that `val1` is less than, or almost equal to, `val2`. You can replace
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arguments passed to mock objects. A gMock *matcher* is basically a predicate
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that knows how to describe itself. It can be used in these assertion macros:
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| Fatal assertion | Nonfatal assertion | Verifies |
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| ------------------- | ------------------------------ | --------------------- |
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| `ASSERT_THAT(value, | `EXPECT_THAT(value, matcher);` | value matches matcher |
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: matcher);` : : :
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| Fatal assertion | Nonfatal assertion | Verifies |
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| ------------------------------ | ------------------------------ | --------------------- |
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| `ASSERT_THAT(value, matcher);` | `EXPECT_THAT(value, matcher);` | value matches matcher |
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For example, `StartsWith(prefix)` is a matcher that matches a string starting
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with `prefix`, and you can write:
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@ -1341,19 +1333,14 @@ for generating test parameters. They return what we call (surprise!) *parameter
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generators*. Here is a summary of them, which are all in the `testing`
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namespace:
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| Parameter Generator | Behavior |
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| ---------------------------- | ------------------------------------------- |
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| `Range(begin, end [, step])` | Yields values `{begin, begin+step, |
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: : begin+step+step, ...}`. The values do not :
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: : include `end`. `step` defaults to 1. :
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| `Values(v1, v2, ..., vN)` | Yields values `{v1, v2, ..., vN}`. |
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| `ValuesIn(container)` and | Yields values from a C-style array, an |
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: `ValuesIn(begin,end)` : STL-style container, or an iterator range :
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: : `[begin, end)`. :
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| `Bool()` | Yields sequence `{false, true}`. |
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| `Combine(g1, g2, ..., gN)` | Yields all combinations (Cartesian product) |
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: : as std\:\:tuples of the values generated by :
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: : the `N` generators. :
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| Parameter Generator | Behavior |
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| ----------------------------------------------------------------------------------------- | ----------------------------------------------------------------------------------------------------------------- |
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| `Range(begin, end [, step])` | Yields values `{begin, begin+step, begin+step+step, ...}`. The values do not include `end`. `step` defaults to 1. |
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| `Values(v1, v2, ..., vN)` | Yields values `{v1, v2, ..., vN}`. |
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| `ValuesIn(container)` and | Yields values from a C-style array, an |
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| : `ValuesIn(begin,end)` : STL-style container, or an iterator range `[begin, end)` |
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| `Bool()` | Yields sequence `{false, true}`. |
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| `Combine(g1, g2, ..., gN)` | Yields all combinations (Cartesian product) as std\:\:tuples of the values generated by the `N` generators. |
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For more details, see the comments at the definitions of these functions.
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