DOI: 10.25136/2409-8701.2018.4.27082
Received:
07-08-2018
Published:
24-09-2018
Abstract:
In her article Bazhdanova analyzes the phenomenon of leadership over several decades as studied by both Russian and foreign scientists. She substantiates the specificity of this phenomenon. The author analyzes approaches to studying leadership, these include structural, behavioral, and situational analysis. She gives a comprehensive review of the RM-theory of effective leadership and substantiates a three-factor leadership model as well as analyzes the practical significance of academic findings on the matter. The aim of the research is to identify the content and structure of the image of a real and ideal leader in the views of students. The subject of the researc is the content and structure of the image of the ideal and the real leader in the views of students. To write this article the author has analyzed achievements in the theory and practice of leadership. The research methods used by the author includes the following: correspondence survey of respondents, questioning, comparative analysis of data, statistical analysis of research results. The phenomenon of leadership is considered inextricably with the history and principles of development of the organization. A new look is given on the content, functions and significance of leadership. The results of the analysis can be applied both in solving practical problems from the point of view of a group, organization, process of effective leadership for the successful existence of an enterprise, and from the perspective of an individual who wants to become or show himself as a leader. The obtained data can be used in organizations when working with staff, in cases where a deeper knowledge of values and ideas about the motives of candidates for the workplace are required.
Keywords:
leader, leadership, leadership theory, the phenomenon, image, the approaches, traits, styles of leadership, leadership model, values
Введение
Процесс и феномен лидерства, в частности проявляющееся в успешном влиянии одного человека на других, до сих пор является не до конца изученным явлением. Оно изучалось и изучается с разных сторон и в разных науках, отечественными и зарубежными учеными. Лидерство рассматривается и с точки зрения определенного набора черт, как явление третьего уровня, связывают с корпоративной культурой, с развитием эмоционального интеллекта. Ниже мы сделаем краткий разносторонний обзор и анализ теорий интересующего нас феномена более чем за полувековую историю. Актуальность выбранной темы аргументируется большой разносторонностью изучаемого явления, что показывает важность дальнейших исследований в этом направлении в наши дни.
При всем разнообразии книг и теорий далеко не у каждого человека получается стать лидером, прочитав казалось бы подробную инструкцию о том, что и как надо делать, чем обладать или не обладать. В настоящее время организовываются программы по развитию лидерского потенциала начиная с детского возраста, результат которых будет известен только спустя несколько лет. Но все это показывает значимость теоретических и практических разработок в этой области. Столь высокая сложность в изучении феномена лидерства послужило основанием для проведения исследования.
Обзор литературы
В отечественной науке лидерство воспринималось как один из механизмов интеграции групповой деятельности, когда индивид или часть социальной группы выполняет роль лидера, т. е. объединяет, направляет действия всей группы, которая ожидает, принимает и поддерживает его действия [3]. В ракурсе данного определения изучаемый феномен выступает как механизм в групповой деятельности. Другое определение лидерства показывает его с точки зрения отношения доминирования и подчинения, влияния и следования в системе межличностных отношений в группе [10]. Следующее определение звучит так: лидерство – это умение заставлять людей делать то, что они не хотят, не вызывая при этом ненависти ни к себе, ни к выполняемой ими работе [7]. Приведенное выше рассматривает феномен лидерства с разных точек зрения (механизм, отношения и умение), что показывает сложность изучаемого явления.
Для расширения представлений о лидере приведем пример другой трактовки этого понятия: «Лидер – это управление энергией, прежде всего своей собственной, а затем энергией окружающих» [9]. Представление лидера с данной стороны автор аргументирует рядом доводов. Лидерство рассматривается в ракурсе энергетического уровня [9], объясняется влияние на самого лидера, на окружающих и на организацию. Показывается важность лидерского мировоззрения.
Явление лидерства обладает следующим истолкованием в другом представлении: «это способность эффективно использовать все имеющиеся источники власти для превращения созданного для других видения в реальность» [5]. Таким образом процесс лидерства предстаёт как перевоплощение желаемого в реальность, а лидер как человек, который это может сделать, воплотить и реализовать.
За время изучения лидерства сложилось несколько подходов к пониманию данного феномена. К этим подходам относят: структурный, поведенческий и ситуационный.
В последние десятилетия появилось большое количество исследований в таких направлениях как политическая и организационная психологии.
В политической психологии изучается личность политических лидеров. Все основные проблемы и особенности рассматриваются в таких подходах как: психоаналитический, бихевиористический, когнитивный и типологический [2]. Все эти направления стараются дать описание лидеров с разных сторон: и со стороны мотивов, со стороны стремлений, особенностей поведения, убеждений и т. д.
В организационной психологии лидерство предстает в следующих подходах: интерпретационный, диадический, харизматическое лидерство, трансформационное, гуманистический [2]. Здесь также дается разностороннее описание лидера и процесса лидерства. Например, имплицитные теории лидерства, атрибутивное лидерство, обмен между лидером и последователем, также были разработаны и стадии обмена. Те же харизматические теории лидерства содержат ряд концепций.
Приведем пример теории последних лет, в которой лидерство трактуется следующим образом: «Лидер – это управление энергией, прежде всего своей собственной, а затем энергией окружающих» [9]. Представление лидера с данной стороны автор аргументирует рядом доводов. Лидерство рассматривается в ракурсе энергетического уровня [9], объясняется влияние на самого лидера, на окружающих и на организацию. Показывается важность лидерского мировоззрения.
В настоящее время широкое распространена концепция эмоционального лидерства, в основу которой ложится эмоциональный интеллект, разработанная группой американских социальных психологов и специалистов в области делового администрирования во главе с Д. Гоулманом. Данная теория берет в расчет и основывается на результаты фундаментальных нейрофизиологических исследований последних лет: «Достижения в области изучения мозга позволяют объяснить, почему настроение и поведение лидеров оказывает столь существенное воздействие на подчиненных. Эти результаты позволяют иначе взглянуть на силу эмоционально выверенного лидерства – на его способность вдохновлять, воодушевлять, пробуждать высокие чувства и поддерживать высокую мотивацию и преданность делу» [4]. Разрабатывая свою концепцию, Д. Гоулман с коллегами выделили и детально прописали шесть лидерских стилей, четыре из которых (идеалистический, обучающий, товарищеский и демократический) отнесены ими к резонирующим, а два (амбициозный и авторитарный) к диссонирующим.
Проводились исследования, связанные с особенностями РМ- теории лидерства [6]. Результаты показали, что практически во всех типах организаций РМ-стиль лидерства является наиболее эффективным. РМ-опросник был переведен с японского языка и адаптирован для применения в российских организациях. Он обладает высокой надежностью и достаточной высокой валидностью [6]. В течение нескольких лет с помощью указанного РМ-опросника проводились исследования лидерства во многих российских и зарубежных фирмах, что дало возможность обобщить и переосмыслить некоторые закономерности. В ходе статистической обработки большой выборки данных ученые обратили внимание на две закономерности, которые явно не вписывалась в рамки уже существующей двухфакторной теории. Было отмечено, что степень выраженности обоих факторов лидерского поведения неодинакова для успешных лидеров на различных уровнях управления организацией. Обобщая данные по РМ-нормам для эффективных подразделений были разделены общие нормы в соответствии с тремя уровнями управления, и они явно отличаются. Также, разница между уровнями в эффективных подразделениях на низовом, среднем и высшем уровнях управления была статистически значимой. Ученые делают вывод, что существует некое качественное различие в осуществлении РМ-функций на разных организационных уровнях, и сами РМ-функции способны в полной мере описать лидерское поведение только на низовом уровне.
В последние десятилетия условия и принципы работы и развития организаций изменились кардинальным образом. Интеграция, унификация, непрерывные технологические новшества, высокая динамика и непредсказуемость политических и экономических процессов и явлений, ориентация на изменчивый потребительский спрос и т. д. существенно изменили контекст лидерства. Двухфакторные модели лидерства, разработанные более полстолетия назад, когда существовал совершенно иной организационный уклад, неспособны в полной мере дать описание эффективного лидерского поведения. Все вышесказанное, а также результаты проведенных исследований дали основания ученым для выстраивания гипотезы, согласно которой поведение лидера может быть описано трехфакторной моделью лидерства, в которой помимо традиционно выделяемых факторов существует и некое ценностное измерение [8]. Учитывая вышеизложенное, что главной фактором лидерства является наличие группы (коллектива, организации, фирмы), другой переменной лидерского поведения является ценностное измерение, соотносимое с ценностями корпоративной культуры, то есть культурно-ценностное измерение. Получились следующие факторы: ориентация на результат, ориентация на людей, ориентация на ценности.
Для исследования были выделены семь базовых принципов [8], которым должна соответствовать идеальная корпоративная культура компании: доверие, признание прав собственности, надежность, прозрачность организационных целей, процессов и отношений, справедливость, социальная ответственность, обратная связь. Эти семь принципов корпоративной культуры легли в основу культурно-ценностной субшкалы опросника, позволяющей оценивать соответствие ценностных ориентаций лидера базовым координатам корпоративной культуры. Две других субшкалы: «Ориентация на результат» и «Ориентация на людей» по содержанию были близки к факторам, традиционно выделяемым в двухфакторных моделях. В результате исследования были получены, описаны и аргументированы стили лидерства [8].
Корпоративная культура наделяется важным значением для жизнедеятельности любой организации. Она может направлять и вдохновлять людей на новые изыскания и развитие, как в личностном плане, так и для общей модернизации организации. Изучение лидерства в ракурсе корпоративной культуры дает новые перспективы для организационной психологии и является чрезвычайно перспективным как с точки зрения решения практических задач, так и для формирования научных представлений о групповом и организационном взаимодействии. Не так давно разработанная теория лидерства объясняет изучаемое явление, добавляя фактор, связанный с ценностными ориентирами и компонентами. Итоги научных изысканий дали положительный результат, что позволило лидерство рассматривать как трехфакторную модель.
В последние года продолжаются исследования лидерства. Так мы можем видеть лидерство как динамический процесс и изучать динамическую культуру лидерства [12]. Это не единственное исследование и работа в этой области, что позволяет говорить о существующей необходимости исследовательской работы в этом направлении.
Эмпирическое исследование образа лидера в представлениях студентов
Цель исследования: выявить содержание и структуру образа реального и идеального лидера в представлениях обучающихся.
Гипотеза: образ идеального лидера в представлении студентов содержательно и структурно отличается от образа реального лидера.
Объект исследования: студенты ВУЗа, обучающиеся на разных курсах и разных специальностях.
Предмет исследования: содержание и структура образа идеального и реального лидера в представлениях студентов.
Методы исследования составили: заочный опрос респондентов, анкетирование, сравнительный анализ данных, статистический анализ результатов исследования.
Для проведения исследования был разработан опросник в основу которого легла трехфакторная модель лидерства. Первая часть опросника состоит из высказываний для изучения стиля лидерства. Стили лидерства определяются для образа идеального и реального лидера. Вторая часть опросника состоит из перечня ценностей и принципов, которые нужно проранжировать для идеального и реального лидера. Третья часть состоит из набора анкетных данных. Заочный опрос респондентов проводился по разработанному опроснику, который прошел апробацию [1].
В исследовании приняли участие 250 студентов разных ВУЗов. Выборка респондентов охватывает со 2 по 5 курсы обучения. Студенты обучаются на гуманитарных и технических направлениях.
Для более глубокого анализа и дальнейших обоснованных выводов проведем статистическую обработку данных при помощи ППП STATISTIKA. Подтвердим надежность (Альфа Кронбаха), валидность опросника. Приведем данные факторного анализ. Результаты будут представлены для образов идеального и реального лидера. За основу взята трехфакторная модель лидерства.
Для проверки надежности нашего опросника мы берем коэффициент устойчивости (надежности) – Альфа Кронбаха. Оптимальные значения коэффициента – от 0,7 до 0,9 (для личностных и мотивационных методик), и более 0,5 – для интеллектуальных тестов. В таблице 1 приведены результаты проверки опросника на надежность.
Таблица 1.
Статистики пригодности
|
Альфа Кронбаха
|
Альфа Кронбаха, основанная на стандартизованных пунктах
|
Количество пунктов
|
,837
|
,841
|
12
|
В таблице выше приведены результаты проверка опросника на надежность по шкале ориентация на результат в образе реального лидера. Были произведены расчеты проверки опросника. По результатам этих расчетов был проведен расчет Альфа Кронбаха на 12 пунктах, который равен 0,837.
Проведем результаты факторного анализ ценностей и принципов в образах лидера. Начнем с анализа реального лидера (табл. 2).
Таблица 2.
Данные факторного анализа ценностей и принципов в образе реального лидера.
Качества и принципы
|
Компонента
|
1
|
2
|
3
|
4
|
5
|
6
|
Р уважение
|
,769
|
,145
|
|
,104
|
,161
|
,138
|
Р честность
|
,746
|
,148
|
,204
|
,332
|
-,226
|
|
Р справедливость
|
,724
|
|
,143
|
,378
|
-,177
|
|
Р надежность
|
,702
|
,185
|
,250
|
,221
|
|
|
Р командныйдух
|
,538
|
,488
|
,121
|
|
,249
|
,138
|
Р ответственность
|
,486
|
,198
|
,440
|
,451
|
|
|
Р клиентоориентированность
|
|
,706
|
,111
|
,124
|
|
|
Р инновационность
|
|
,691
|
,231
|
|
|
,287
|
Р креативность
|
,151
|
,659
|
,148
|
,194
|
|
|
Р инициативность
|
,380
|
,579
|
,134
|
|
,248
|
|
Р активная позиция
|
,466
|
,495
|
|
|
,313
|
|
Р стремление к совершенству
|
,322
|
,483
|
,313
|
,336
|
,268
|
|
Р эффективность
|
|
,296
|
,717
|
,161
|
|
,101
|
Р успех
|
|
|
,714
|
-,121
|
,301
|
,286
|
Р качество
|
,465
|
,164
|
,621
|
,175
|
|
|
Р профессионализм
|
,338
|
,150
|
,551
|
,439
|
|
-,166
|
Р знания
|
,385
|
,233
|
,523
|
,112
|
|
|
Р уважение к традициям
|
,262
|
|
|
,680
|
,280
|
,149
|
Р законность
|
,282
|
,184
|
,148
|
,670
|
-,108
|
|
Р приверженность
|
|
,269
|
,249
|
,542
|
|
,379
|
Р власть
|
-,197
|
|
|
|
,782
|
|
Р лидерство
|
,177
|
,334
|
,166
|
|
,704
|
|
Р репутация
|
,197
|
|
,288
|
,328
|
,586
|
|
Р лояльность
|
,431
|
|
|
|
|
,750
|
Р партнерство с акционерами
|
-,155
|
,490
|
,213
|
,175
|
|
,575
|
|
Таблица 3.
|
Полная объясненная дисперсия
|
|
Компонента
|
Суммы квадратов нагрузок вращения
|
|
Итого
|
% Дисперсии
|
Кумулятивный %
|
|
1
|
4,147
|
16,587
|
16,587
|
|
2
|
3,240
|
12,961
|
29,548
|
|
3
|
2,775
|
11,101
|
40,650
|
|
4
|
2,320
|
9,279
|
49,929
|
|
5
|
2,077
|
8,308
|
58,236
|
|
6
|
1,361
|
5,444
|
63,680
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В таблицах с результатами факторного анализа перед качествами стоит либо буква Р (реальный), либо И (идеальный), что позволяет наглядно и достоверно интерпретировать полученные данные. Как видно из результатов факторного анализа ценностей и принципов образа реального лидера выделилось шесть факторов: уважение, клиентоориентированность, эффективность, уважение к традициям, власть, лояльность. В фактор уважение вошли следующие компоненты: честность, справедливость, надежность, командный дух, ответственность. Во второй фактор клиентоориентирванноть вошли: инновационность, креативность, инициативность, активная позиция, стремление к совершенству. В третий фактор эффективность вошли: успех, качество, профессионализм, знания. В четвертый фактор уважение к традициям вошли: законность, приверженность. В пятый фактор власть вошли: лидерство и репутация. В шестой фактор лояльность вошло партнерство с акционерами. В табл. 3 приведены статистические обоснования полученных данных. Графически результаты анализа можно изобразить следующим образом (рис. 1).
![](data:image/png;base64,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)
Рис. 1. Трехмерная модель ценностей и принципов реального лидера.
Результаты факторного анализа ценностей и принципов образа идеального лидера представлены в таблице 4.
Таблица 4.
Данные факторного анализа ценностей и принципов в образе идеального лидера.
|
Матрица повернутых компонент
|
|
|
|
|
Качества и принципы
|
Компонента
|
|
|
1
|
2
|
3
|
4
|
5
|
6
|
7
|
|
|
И профессионализм
|
,863
|
|
|
|
|
|
,134
|
|
|
И ответственность
|
,738
|
|
,193
|
|
,127
|
,229
|
|
|
|
И надежность
|
,623
|
,165
|
,236
|
,153
|
,173
|
,107
|
,191
|
|
|
И знания
|
,451
|
,179
|
,311
|
,350
|
|
,110
|
,229
|
|
|
И качество
|
|
,785
|
|
|
|
|
,249
|
|
|
И законность
|
,321
|
,650
|
|
|
|
,312
|
-,118
|
|
|
И уважениектрадициям
|
|
,584
|
,356
|
,119
|
,410
|
,229
|
|
|
|
И партнерствосакционерами
|
,183
|
,554
|
|
,413
|
,354
|
|
|
|
|
И уважение
|
,113
|
,497
|
,210
|
,494
|
|
,295
|
|
|
|
И репутация
|
,146
|
,183
|
,798
|
|
,155
|
|
,129
|
|
|
И лидерство
|
,173
|
,270
|
,596
|
,303
|
,182
|
-,223
|
-,125
|
|
|
И стремление к совершенству
|
,119
|
,103
|
,570
|
|
|
,434
|
,447
|
|
|
И активная позиция
|
,139
|
-,210
|
,525
|
,471
|
,197
|
,274
|
|
|
|
И власть
|
,292
|
|
,501
|
,171
|
,305
|
-,256
|
|
|
|
И инициативность
|
,438
|
,106
|
,450
|
,369
|
|
,253
|
-,123
|
|
|
И клиентоориентированность
|
,112
|
|
,109
|
,713
|
,223
|
-,175
|
,196
|
|
|
И командныйдух
|
,163
|
,170
|
,102
|
,666
|
,128
|
,370
|
|
|
|
И лояльность
|
|
|
|
|
,660
|
,147
|
|
|
|
И приверженность
|
|
,350
|
,168
|
|
,657
|
|
|
|
|
И инновационность
|
,198
|
|
,174
|
,338
|
,581
|
,153
|
,249
|
|
|
И креативность
|
-,158
|
|
,291
|
,400
|
,463
|
,263
|
,158
|
|
|
И честность
|
,211
|
,163
|
|
,170
|
,310
|
,748
|
|
|
|
И справедливость
|
,287
|
,454
|
|
,104
|
|
,635
|
|
|
|
И эффективность
|
,378
|
,186
|
|
,132
|
-,133
|
,206
|
,702
|
|
|
И успех
|
|
|
|
,175
|
,300
|
-,182
|
,683
|
|
Таблица 5.
|
Полная объясненная дисперсия
|
|
Компонента
|
Суммы квадратов нагрузок вращения
|
|
Итого
|
% Дисперсии
|
Кумулятивный %
|
|
1
|
2,785
|
11,138
|
11,138
|
|
2
|
2,623
|
10,490
|
21,629
|
|
3
|
2,604
|
10,415
|
32,043
|
|
4
|
2,388
|
9,550
|
41,594
|
|
5
|
2,238
|
8,951
|
50,544
|
|
6
|
2,079
|
8,315
|
58,859
|
|
7
|
1,546
|
6,184
|
65,043
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
По результатам факторного анализа ценностей и принципов образа идеального лидера выделилось 7 факторов: профессионализм, качество, репутация, клиентоориентированность, лояльность, честность и эффективность. В первый фактор профессионализм вошли: ответственность, надежность, знания. Во второй фактор качество вошли: законность, уважение к традициям, партнерство с акционерами, уважение. В третий фактор репутация вошли: лидерство, стремление к совершенству, активная позиция, власть, инициативность. В четвертый фактор клиентоориентированность вошли: командный дух. В пятый фактор лояльность вошли: приверженность, инновационность, креативность. В шестой фактор честность: справедливость. В седьмой фактор эффективность: успех.
Приведенные результаты факторного анализа можно изобразить графически следующим образом (рис. 2).
![](data:image/png;base64,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)
Рис. 2. Трехмерная модель ценностей и принципов идеального лидера.
После описания полученных образов лидеров проведем их анализ. Образы реального и идеального лидера отличаются по количественным и качественным характеристикам. Как видно из полученных данных в образе реального лидера выделилось шесть факторов, а в образе идеального – семь. Из выделившихся факторов есть три совпадения, это – клиентоориентированность, эффективность и лояльность. Все остальные факторы отличаются. Обратим внимание на то, что даже в совпадающих факторах есть отличия по содержанию в них качеств. Например, в образе реального лидера в клиентоориентированность включены пять качеств, а в образе идеального – одно, в образе реального лидера в эффективность включены четыре качества, а в образе идеального – одно, и т. д. В образе идеального лидера выделились факторы, которых нет в образе реального, такие как профессионализм, качество, репутация и честность. Полученный результат говорит о том, что образ идеального лидера в представлении студентов содержательно и структурно отличается от образа реального лидера.
Проведенный анализ исследования представлений образа идеального и реального лидера позволяет сделать вывод о том, что поставленная гипотеза подтвердилась. В основу утверждения ложится обработка полученных результатов, которые показали, что лидирующие позиции в изучении стиля лидерства принадлежат разным факторам в образах идеального и реального лидера. При анализе принципов и ценностей реального и идеального лидера выделилось разное количество факторов и их составляющих.
Выводы
После обзора исследований и теорий по направлению лидерство можно сделать следующее резюме: подойти к исследованию данного явления как организационного процесса можно, только рассматривая его в контексте целостной организации и ее системных характеристик; в исследованиях последних лет лидерство впервые рассматривается как явление, неразрывно связанное с историей и принципами формирования современной организации, неотъемлемо от организационных процессов; в последние годы научное изучение формирует новый взгляда на содержание, функции и значение лидерства.
Исследования в этом направлении претерпели серьезные изменения. Модернизация и адаптация к существующей реальности говорит о значимости исследований в этой области. Проанализировав несколько теорий в свете новых данных может быть найдена новая решающая переменная, которая позволит решить дилемму настоящего времени.
Анализ теорий позволяет показать, что на практике достижения исследований не так уж просто применить. Если исходя из теории успешный лидер должен обладать определенным набором черт и особенностей в соответствии с требуемой ситуацией или задачей, то на практике это набор черт может быть нечетко определен или сопровождаться еще и определенными компетенциями и т. д. Все это движет ученых в направлении новых исследований в этом направлении. Единого понятия и наделения единым функционалом лидера существовать не может по причине полного несовпадения образов лидера в разных сферах жизнедеятельности.
По результатам эмпирического исследования можем сделать следующие заключения: при обработке данных по образам реального и идеального лидера, выделились различные лидирующие принципы и ценности; для проверки надежности опросника был взят коэффициент устойчивости (надежности) – Альфа Кронбаха, надежность опросника подтвердилась; факторная структура подтвердила теоретическую модель – три компоненты; как видно из результатов факторного анализа ценностей и принципов образа реального лидера выделилось шесть факторов: уважение, клиентоориентированность, эффективность, уважение к традициям, власть, лояльность; по результатам факторного анализа ценностей и принципов образа идеального лидера выделилось семь факторов: профессионализм, качество, репутация, клиентоориентированность, лояльность, честность и эффективность.
Проведенный анализ исследования представлений образа идеального и реального лидера позволяет сделать вывод о том, что поставленная цель достигнута. Полученные данные могут быть использованы в организациях при работе с персоналом, в тех случаях, когда требуются более глубокие знания о ценностях, представления о мотивах кандидатов на рабочее место. Результаты работы могут применяться в воспитательной работе студентов различных специальностей, т.к. позволяют более глубоко понять ценностные мотивы и ориентации студентов.
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