@@ -233,7 +233,7 @@ private int randomLevel() {
233233/**
234234 * 默认情况下的高度为1,即只有自己一个节点
235235 */
236- private int leveCount = 1 ;
236+ private int levelCount = 1 ;
237237
238238/**
239239 * 跳表最底层的节点,即头节点
@@ -271,9 +271,9 @@ public void add(int value) {
271271 maxOfMinArr[i]. forwards[i] = newNode;
272272 }
273273
274- // 如果当前newNode高度大于跳表最高高度则更新leveCount
275- if (leveCount < level) {
276- leveCount = level;
274+ // 如果当前newNode高度大于跳表最高高度则更新levelCount
275+ if (levelCount < level) {
276+ levelCount = level;
277277 }
278278
279279}
@@ -299,7 +299,7 @@ public void add(int value) {
299299public Node get(int value) {
300300 Node p = h;
301301 // 找到小于value的最大值
302- for (int i = leveCount - 1 ; i >= 0 ; i-- ) {
302+ for (int i = levelCount - 1 ; i >= 0 ; i-- ) {
303303 while (p. forwards[i] != null && p. forwards[i]. data < value) {
304304 p = p. forwards[i];
305305 }
@@ -334,8 +334,8 @@ public Node get(int value) {
334334public void delete(int value) {
335335 Node p = h;
336336 // 找到各级节点小于value的最大值
337- Node [] updateArr = new Node [leveCount ];
338- for (int i = leveCount - 1 ; i >= 0 ; i-- ) {
337+ Node [] updateArr = new Node [levelCount ];
338+ for (int i = levelCount - 1 ; i >= 0 ; i-- ) {
339339 while (p. forwards[i] != null && p. forwards[i]. data < value) {
340340 p = p. forwards[i];
341341 }
@@ -344,16 +344,16 @@ public void delete(int value) {
344344 // 查看原始层节点前驱是否等于value,若等于则说明存在要删除的值
345345 if (p. forwards[0 ] != null && p. forwards[0 ]. data == value) {
346346 // 从最高级索引开始查看其前驱是否等于value,若等于则将当前节点指向value节点的后继节点
347- for (int i = leveCount - 1 ; i >= 0 ; i-- ) {
347+ for (int i = levelCount - 1 ; i >= 0 ; i-- ) {
348348 if (updateArr[i]. forwards[i] != null && updateArr[i]. forwards[i]. data == value) {
349349 updateArr[i]. forwards[i] = updateArr[i]. forwards[i]. forwards[i];
350350 }
351351 }
352352 }
353353
354354 // 从最高级开始查看是否有一级索引为空,若为空则层级减1
355- while (leveCount > 1 && h. forwards[leveCount ] == null ) {
356- leveCount -- ;
355+ while (levelCount > 1 && h. forwards[levelCount - 1 ] == null ) {
356+ levelCount -- ;
357357 }
358358
359359}
@@ -379,7 +379,7 @@ public class SkipList {
379379 /**
380380 * 默认情况下的高度为1,即只有自己一个节点
381381 */
382- private int leveCount = 1 ;
382+ private int levelCount = 1 ;
383383
384384 /**
385385 * 跳表最底层的节点,即头节点
@@ -436,9 +436,9 @@ public class SkipList {
436436 maxOfMinArr[i]. forwards[i] = newNode;
437437 }
438438
439- // 如果当前newNode高度大于跳表最高高度则更新leveCount
440- if (leveCount < level) {
441- leveCount = level;
439+ // 如果当前newNode高度大于跳表最高高度则更新levelCount
440+ if (levelCount < level) {
441+ levelCount = level;
442442 }
443443
444444 }
@@ -463,7 +463,7 @@ public class SkipList {
463463 public Node get (int value ) {
464464 Node p = h;
465465 // 找到小于value的最大值
466- for (int i = leveCount - 1 ; i >= 0 ; i-- ) {
466+ for (int i = levelCount - 1 ; i >= 0 ; i-- ) {
467467 while (p. forwards[i] != null && p. forwards[i]. data < value) {
468468 p = p. forwards[i];
469469 }
@@ -484,8 +484,8 @@ public class SkipList {
484484 public void delete (int value ) {
485485 Node p = h;
486486 // 找到各级节点小于value的最大值
487- Node [] updateArr = new Node [leveCount ];
488- for (int i = leveCount - 1 ; i >= 0 ; i-- ) {
487+ Node [] updateArr = new Node [levelCount ];
488+ for (int i = levelCount - 1 ; i >= 0 ; i-- ) {
489489 while (p. forwards[i] != null && p. forwards[i]. data < value) {
490490 p = p. forwards[i];
491491 }
@@ -494,16 +494,16 @@ public class SkipList {
494494 // 查看原始层节点前驱是否等于value,若等于则说明存在要删除的值
495495 if (p. forwards[0 ] != null && p. forwards[0 ]. data == value) {
496496 // 从最高级索引开始查看其前驱是否等于value,若等于则将当前节点指向value节点的后继节点
497- for (int i = leveCount - 1 ; i >= 0 ; i-- ) {
497+ for (int i = levelCount - 1 ; i >= 0 ; i-- ) {
498498 if (updateArr[i]. forwards[i] != null && updateArr[i]. forwards[i]. data == value) {
499499 updateArr[i]. forwards[i] = updateArr[i]. forwards[i]. forwards[i];
500500 }
501501 }
502502 }
503503
504504 // 从最高级开始查看是否有一级索引为空,若为空则层级减1
505- while (leveCount > 1 && h. forwards[leveCount ] == null ) {
506- leveCount -- ;
505+ while (levelCount > 1 && h. forwards[levelCount - 1 ] == null ) {
506+ levelCount -- ;
507507 }
508508
509509 }
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