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)
Gestão estratégica: uma análise do primeiro ciclo de implementação em uma Instituição de
Ensino Superior Confessional da Bahia [2014-2018]
78
Salvador, v. 5, n. 1, p. 68-95, jan./abr. 2020
A literatura que trata da implantação da gestão estratégica na educação ainda está em desen-
volvimento com um adjetivo de novidade, no entanto, os casos de implantação da metodologia em
algumas IES no Brasil, revelam que estas instituições provaram mudanças de melhoria da gestão e
ainda contribuíram com subsídios inovadores para a gestão mediante a adoção de uma metodologia
de elaboração participativa, o que oportunizou a realização de um trabalho mais competente de
direcionamento da escola e da efetivação de seus objetivos. Estudos revelam o uso das ferramentas
de gestão estratégica pelas universidades, sejam elas públicas ou privadas (ZAINKO, 1999). As
vantagens encontradas nessas IES, que adotaram a gestão estratégica, apontam para um clarea-
mento das perspectivas institucionais de futuro, o enfrentamento dos desaos e o aproveitamento
das oportunidades engajando as pessoas no alcance dos objetivos.
A gestão estratégica, nesse campo, caminha por um viés característico da complexidade
inerente ao dia-a-dia de “práxis” dos educadores, alunos, colaboradores, público que atende,
diversidade de formação de seus recursos humanos, tecnologias, infraestrutura e muito mais.
Associam-se também os processos de aprendizagem que se conguram dentro de uma dimensão
de poder que são concomitantemente enfatizados. As instituições também se organizam de acordo
com seus níveis de poder (formal, cultural e expertise). Esse fato amplia ainda mais a assertividade
da adoção de ferramentas de gestão estratégica em ambientes diversicados das relações humanas
como no caso da educação (CECÍLIO, 2001).
Para Boaventura e Pimenta (2018), há uma interdependência das áreas nalística (acadê-
mica) e meio (manutenção), requerendo uma estrutura organizacional e um processo decisório
compatível com tais características e que lidem de forma direta com os seguintes tópicos inerentes
ao processo de gestão, a saber: formação, conhecimento, tecnologia, qualidade, cultura, descen-
tralização, priorização, comunidade, inclusão, eciência, ecácia, efetividade, competitividade,
diversidade, inclusão, repetência, cidadania, questões acadêmicas e pedagógicas, evasão e equipe.
O grande foco da gestão é demonstrar que a ausência de informações conáveis limita a tomada
de decisões internas e externas e que, a médio e longo prazo, isso compromete a permanência da
IES. Mintzberg (2009), destaca que a universidade é um tipo particular de organização que sofre
inuências e pressões externas, o que gera a necessidade e obrigação de reestruturação de suas
metas, objetivos e foco, e isso exige uma gestão estratégica.