[골드만삭스 리포트] 주식 시장의 조정 가능성, 그러나 약세장은 아니다

[골드만삭스 리포트] 주식 시장의 조정 가능성, 그러나 약세장은 아니다

(Updated: Mar 5)

[골드만삭스 리포트] 주식 시장의 조정 가능성, 그러나 약세장은 아니다

부제: 역사적 고점의 밸류에이션과 기술주에서 실물 자산으로의 거대한 자금 이동

원본 리포트 발간일: 2026년 3월 4일


📌 3줄 요약

- 단기 조정 취약성 확대: 골드만삭스는 현재 주식 시장이 역사적 고점에 달한 밸류에이션과 금융위기 직전 수준으로 낮아진 주식 위험 프리미엄(ERP)으로 인해 지정학적 불확실성이나 기술 관련 악재에 매우 취약한 상태라고 진단했습니다.
- 거대한 자금 이동 (Tech to Real Assets): 시장 내부에서는 AI 투자 불안감으로 인해 기술주에서 인프라 및 실물 자산 중심의 자산 집약적 기업으로 거대한 자금 이동이 일어나고 있으며, 이로 인해 산업재 섹터가 IT 섹터보다 비싸지는 역전 현상이 발생했습니다.
- 약세장은 아니다: 하지만 탄탄한 거시 경제 성장률, 강력한 기업 실적 상향 조정, 그리고 건전한 민간 재무 상태를 근거로 장기적인 약세장으로 이어질 가능성은 낮게 보았습니다. 다가올 단기 조정을 분할 매수 기회로 활용하되, 지역과 산업을 넓게 분산하는 전략을 권고했습니다.


📖 리포트 심층 분석

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)골드만삭스는 3월 4일 발표한 리포트에서 현재 주식 시장이 단기적인 조정에 매우 취약한 상태이지만, 장기적인 하락장인 약세장으로 이어지지는 않을 것이라고 분석했습니다. 팬데믹 저점 이후 이례적으로 강했던 강세장이 지정학적 불확실성과 AI 산업의 자본 지출 우려로 시험대에 오른 상황에서, 골드만삭스가 조정을 경고하면서도 폭락은 없다고 선을 그은 근거를 살펴보겠습니다.

■ 1. 역사적 고점에 달한 밸류에이션과 낮아진 주식 위험 프리미엄

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시장이 취약하다고 보는 첫 번째 이유는 주식 가격이 너무 비싸졌기 때문입니다. 지난 1년간 미국 외 지역으로 수익률이 확산되면서, 이제는 전 세계 모든 지역의 밸류에이션이 장기 평균을 웃돌고 있습니다.

여기에 더해, 주식 위험 프리미엄(ERP)이 금융위기 직전 수준으로 급격히 떨어졌습니다. ERP는 투자자가 안전 자산인 국채 대신 위험 자산인 주식에 투자할 때 요구하는 추가적인 보상을 의미합니다. 이 프리미엄이 낮아졌다는 것은, 시장이 안고 있는 가격 부담이 커져서 기업 이익이 좋더라도 인플레이션 우려나 기술 경쟁 관련 뉴스가 조금만 나와도 주가가 크게 흔들릴 수 있는 연약한 상태임을 의미합니다.

■ 2. 시장 내부의 지각 변동: 기술주에서 실물 자산으로

두 번째로 주목할 점은 시장 내부의 거대한 자금 이동입니다. AI 기술 혼란에 대한 우려가 주가지수 자체를 당장 끌어내리지는 않았지만, 시장을 주도하는 산업 판도를 완전히 바꿔놓았습니다.

미국 증시의 상대적 약세는 중동 갈등 이전인 2025년 초부터 시작되었으며, 밸류에이션 매력이 부각된 일본과 유럽 시장이 미국보다 더 나은 성과를 내기 시작했습니다. 과거 저금리 환경에서는 자본을 적게 쓰는 자산 경량화 기술 기업에 자금이 몰렸지만, 지금은 막대한 AI 투자 계획에 대한 불안감으로 인해 당장 확실한 수익을 주는 인프라나 실물 자산 중심의 자산 집약적 기업으로 눈을 돌리고 있습니다.

그 결과, 최근 50년 역사상 기술주가 다른 섹터 대비 가장 부진한 수익률을 기록 중이며, 과거 싼값에 거래되던 자산 집약적 기업들(예: 글로벌 산업재)이 이제는 기술 기업보다 오히려 더 비싼 프리미엄을 받는 극단적인 역전 현상이 나타났습니다.

■ 3. 경기 민감주의 고평가, 그리고 조정의 방아쇠

이러한 자금 이동은 시장 전체를 지정학적 위기에 매우 취약하게 만들었습니다. 특히 경기 민감주(Cyclicals)가 방어주(Defensives)에 비해 크게 아웃퍼폼하여, 이제는 방어주만큼이나 비싸졌다는 점을 우려했습니다.

보통 경기 민감주는 불확실성이 커지면 가격이 싸져야 정상인데, 지금은 너무 비싸게 거래되고 있어 시장에 실망감을 흡수할 여유 공간이 없습니다. 만약 중동 불안으로 원유 가격이 더 오르거나 무역 차질이 심화된다면, 투자 심리가 급격히 무너지며 주가지수 전반에 걸친 조정의 방아쇠가 될 수 있습니다.

■ 4. 조정은 오겠지만 약세장은 아닌 세 가지 이유

그렇다면 이 조정이 폭락장으로 이어질까요? 골드만삭스는 그렇지 않다고 선을 그으며 세 가지 이유를 제시했습니다.

1. 탄탄한 경제 성장: 미국의 올해 경제 성장률은 2.8%로 예상되며, 유로존의 활동 지표 역시 상승하는 등 글로벌 성장의 기초 체력이 튼튼합니다.
2. 강력한 기업 실적: 보통 위기 때는 이익 전망치가 꺾이지만, 올해 초부터 오히려 글로벌 기업들(미국과 신흥국)의 이익 예상치가 상향 조정되고 있습니다.
3. 건강한 민간의 재무 상태: 가계, 기업, 은행 등 민간 부문의 재무제표가 건전하여, 단기적인 충격이 금융 시스템 전체의 위기로 번질 가능성이 낮습니다.

■ 결론: 지정학적 위기는 단기적 충격일 뿐, 분산 투자로 대응하라

역사적으로 지정학적 충격은 시장에 길게 영향을 미치지 않았습니다. 1970년대 이후 중동 긴장 등으로 인한 시장 조정의 중앙값은 18일 동안 약 -6% 하락하는 수준에 그쳤습니다. 위기 시에는 금이 높은 확률로 방어막 역할을 했고, 유가 급등만 없다면 미국 국채도 좋은 성과를 냈습니다.

결론적으로 골드만삭스는 현재 높은 밸류에이션과 기술주 및 지정학적 불안이 겹쳐 단기적인 시장 조정 위험은 높다고 평가했습니다. 그러나 거시 경제의 기반이 탄탄하기 때문에 깊은 약세장으로 빠질 위험은 낮으며, 이 조정을 기회로 삼아야 한다고 조언했습니다. 이를 위해 특정 국가나 섹터에 집중하기보다는, 지역과 산업을 넓게 분산 투자하여 위험을 줄이는 전략을 강조했습니다.


💡 StockHub Insight & Comments

최근 주가가 많이 올라서 불안하신가요, 아니면 더 오를 것 같아 기대되시나요? 골드만삭스의 이번 리포트는 이 두 가지 마음이 공존하는 현재 시장의 복잡한 심리를 꿰뚫어 보고 있습니다.

핵심은 나무(단기 변동성)를 보지 말고 숲(장기 펀더멘털)을 보라는 것입니다. 지금 시장은 작은 충격에도 크게 흔들릴 만큼 가격 부담이 큰 상황입니다. 따라서 당분간은 지정학적 뉴스나 기술주 관련 소식에 따라 주가가 출렁이는 변동성 장세에 유의해야 합니다.

하지만 골드만삭스가 지적한 탄탄한 경제 성장과 기업 실적은 증시를 받쳐주는 강력한 방어막입니다. 공포에 질려 시장을 떠나기보다는, 이번 조정을 평소 눈여겨보던 우량주에 대해 분할 접근을 고려해 볼 수 있는 기회로 삼는 역발상 전략도 유효해 보입니다. 단, 특정 종목 집중보다는 리포트의 조언처럼 다양한 지역과 섹터에 분산 투자하여 리스크를 철저히 관리하는 현명함이 필요합니다.

[Disclaimer] 본 콘텐츠는 글로벌 IB 리포트의 내용을 바탕으로 제작된 정보 제공 목적의 자료이며, 특정 종목에 대한 매수/매도 추천이 아닙니다. 투자의 최종 판단과 책임은 투자자 본인에게 있습니다.

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