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zxF^=1?;dAdI$TC{x3e5N;$JKJU#5fR>^GEpjiZ31(z-TICcJ-SUiefmv7RoRm(5GeH z&$M96Cnd&AD_g3vr-WWqN_U}7ZC{*ey{L=Z5tR}Z6LO>W%@>PJH|;s*aNB477SAQU fhmVBKpPCv9Uo&|9=#jDZOVy{3kyHPBfB*j*a}96u literal 0 HcmV?d00001 diff --git a/docs/notes/算法.md b/docs/notes/算法.md index be3308a5..40b6cd5d 100644 --- a/docs/notes/算法.md +++ b/docs/notes/算法.md @@ -416,7 +416,7 @@ public class Shell> extends Sort { 归并排序的思想是将数组分成两部分,分别进行排序,然后归并起来。 -

+

### 1. 归并方法 @@ -511,7 +511,7 @@ public class Down2UpMergeSort> extends MergeSort { - 归并排序将数组分为两个子数组分别排序,并将有序的子数组归并使得整个数组排序; - 快速排序通过一个切分元素将数组分为两个子数组,左子数组小于等于切分元素,右子数组大于等于切分元素,将这两个子数组排序也就将整个数组排序了。 -

+

```java public class QuickSort> extends Sort { @@ -542,7 +542,7 @@ public class QuickSort> extends Sort { 取 a[l] 作为切分元素,然后从数组的左端向右扫描直到找到第一个大于等于它的元素,再从数组的右端向左扫描找到第一个小于它的元素,交换这两个元素。不断进行这个过程,就可以保证左指针 i 的左侧元素都不大于切分元素,右指针 j 的右侧元素都不小于切分元素。当两个指针相遇时,将切分元素 a[l] 和 a[j] 交换位置。 -

+

```java private int partition(T[] nums, int l, int h) { diff --git a/docs/pics/2_200.png b/docs/pics/2_200.png new file mode 100644 index 0000000000000000000000000000000000000000..c292d4ef80926ac33149bc8e17b4b23f3688ab0c GIT binary patch literal 11264 zcmeI2WmsF?w(n_+LrZ}cmzH3KLh&L6iWIj3L4p-8p}0$+v=j|q+=>+m!GlX7#jQw? z;6;NMcW&NyKl|+c-1F@F^?bPJLy|Q|=A3J+DPxWQZ>?}G4aNJ!bi_C~IQNy6t&R5bVz#H*G~(oU$PX47Px4E2A!hgHstpa%GN(EfYB_8M@)%P`Ll~ zxifFW?2UuNnXN1@qw8(DGZ*e>H0i^>Pc5PJaZy7hUqmHe{%!oT-X!b(=w;RfQNe_K zOg`k5#@Kfa^ljd4x78Nwu&Cyk21S#`a(>p7-iOXw3!bEBaTJ}9h1c5>>;BZIDv#bw zv*P?=irCxxgTQ%+`#^fuZ{Cl0_qV~@*YfiDcM8v6kdw#l(5PSw_d_Vi$?ZPp$ji&4 z-*IBiBL8FN?g)$d3G@f9sB?FGjQ_m<%95KzX3?o{MPXx~|B5L__6}t@E6X%PZ7K8t z!ChWzPvH5(1MdNXy#jkUI}n~E3`2R^pmf*TI;bXVfT)_2JHnZQ>uq1}ADT6#-7>6M z!YcK=AbRla?-0)3P!Bu1>5cb06z)xb3?PJqQrYK(&Jt9L3$BlR==;6+Xny=@{FOr^jz6`E+n zT9qC(d}=|6o6>(8`=DE?M-GI2g=35QpQ+l+V5_oQTJgeZUN+R@Xpag1pQhRNcJiMm z?Qutih2=0>^^hQNMrpaQ0`oc$-jO!Gi9N3ZkQ?(*YNAwcMl!{{1Y-&u(^xN$!5(V^eDI!6v 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