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url: https://scholar.google.com/scholar?hl=es&as_sdt=0%2C5&q=Cambio+clim%C3%A1tico+y+sistemas+de+producci%C3%B3n+agroecol%C3%B3gico%2C+org%C3%A1nico+y+convencional+en+los+cantones+Cayambe+y+Pedro+Moncayo&btnG=
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saved date: Wed Apr 09 2025 12:18:38 GMT-0400 (hora de verano de Cuba)
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--><meta charset=utf-8><title>Cambio climático y sistemas de producción agroecológic... - Google Académico</title><meta http-equiv=X-UA-Compatible content="IE=Edge"><meta name=viewport content="width=device-width,initial-scale=1,minimum-scale=1,maximum-scale=2"><meta name=format-detection content="telephone=no"><style>:root{--sf-img-0: 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");--sf-img-1: 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Inténtalo de nuevo más tarde.</div><div id=gs_md_s></div><div data-h=0 class="gs_md_wnw gs_md_ds gs_md_wmw"><div id=gs_cit class="gs_md_d gs_md_ds gs_ttzi" role=dialog tabindex=-1 aria-labelledby=gs_cit-t data-cid=gs_citd data-wfc=gs_cit-x><div class=gs_md_hdr><a href=javascript:void(0) id=gs_cit-x role=button aria-label=Cancelar data-mdx=gs_cit class="gs_btnCLS gs_md_x gs_md_hdr_c gs_in_ib gs_btn_lrge"><span class=gs_ico></span><span class=gs_ia_notf></span><span class=gs_lbl></span></a><h2 id=gs_cit-t class=gs_md_hdr_t>Citar</h2><div class=gs_md_hdr_b></div></div><div id=gs_cit-bdy class=gs_md_bdy><style class=sf-hidden>#gs_cit{width:520px;max-width:80%}</style><div id=gs_citd aria-live=assertive data-u="/scholar?q=info:{id}:scholar.google.com/&output=cite&scirp={p}&hl=es"></div></div></div></div><div data-h=0 class="gs_md_wnw gs_md_ds gs_md_wmw"><div id=gs_asd class="gs_md_d gs_md_ds gs_ttzi" role=dialog tabindex=-1 aria-labelledby=gs_asd-t data-ifc=gs_asd_q data-wfc=gs_asd-x><div 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class=gs_asd_tr><div class=gs_asd_dt><label for=gs_asd_q>con <b>todas</b> las palabras</label></div><div class=gs_asd_dd><div class="gs_in_txtw gs_in_txtm gs_in_txtb"><input type=text class=gs_in_txt name=as_q value="Cambio climático y sistemas de producción agroecológico orgánico y convencional en los cantones Cayambe y Pedro Moncayo" id=gs_asd_q autocapitalize=none><div class=gs_in_txts></div></div></div></div><div class=gs_asd_tr><div class=gs_asd_dt><label for=gs_asd_epq>con la <b>frase exacta</b></label></div><div class=gs_asd_dd><div class="gs_in_txtw gs_in_txtm gs_in_txtb"><input type=text class=gs_in_txt name=as_epq value id=gs_asd_epq autocapitalize=none><div class=gs_in_txts></div></div></div></div><div class=gs_asd_tr><div class=gs_asd_dt><label for=gs_asd_oq>con <b>al menos una</b> de las palabras</label></div><div class=gs_asd_dd><div class="gs_in_txtw gs_in_txtm gs_in_txtb"><input type=text class=gs_in_txt name=as_oq value id=gs_asd_oq autocapitalize=none><div class=gs_in_txts></div></div></div></div><div class=gs_asd_tr><div class=gs_asd_dt><label for=gs_asd_eq><b>sin</b> las palabras</label></div><div class=gs_asd_dd><div class="gs_in_txtw gs_in_txtm gs_in_txtb"><input type=text class=gs_in_txt name=as_eq value id=gs_asd_eq autocapitalize=none><div class=gs_in_txts></div></div></div></div><div class=gs_asd_tr><div class=gs_asd_dt><label for=gs_asd_occt>donde las palabras aparezcan</label></div><div class=gs_asd_dd><div class=gs_asd_occtr><span class=gs_in_ra><input type=radio name=as_occt value=any id=gs_asd_occt_a checked><label for=gs_asd_occt_a>en todo el artículo</label><span class=gs_chk></span><span class=gs_cbx></span></span></div><div class=gs_asd_occtr><span class=gs_in_ra><input type=radio name=as_occt value=title id=gs_asd_occt_t><label for=gs_asd_occt_t>en el título del artículo</label><span class=gs_chk></span><span class=gs_cbx></span></span></div></div></div><div class=gs_asd_tr><div class=gs_asd_dt><label for=gs_asd_sau>Mostrar artículos <b>escritos</b> por</label></div><div class=gs_asd_dd><div class="gs_in_txtw gs_in_txtm gs_in_txtb"><input type=text class=gs_in_txt name=as_sauthors value id=gs_asd_sau autocapitalize=none><div class=gs_in_txts></div></div><div>p. ej., <i>"García Márquez"</i> o <i>Cela</i></div></div></div><div class=gs_asd_tr><div class=gs_asd_dt><label for=gs_asd_pub>Mostrar artículos <b>publicados</b> en</label></div><div class=gs_asd_dd><div class="gs_in_txtw gs_in_txtm gs_in_txtb"><input type=text class=gs_in_txt name=as_publication value id=gs_asd_pub autocapitalize=none><div class=gs_in_txts></div></div><div>p. ej., <i>JAMA</i> o <i>Gaceta Sanitaria</i></div></div></div><div class=gs_asd_tr><div class=gs_asd_dt><label for=gs_asd_ylo>Mostrar artículos <b>fechados</b> entre</label></div><div class=gs_asd_dd><div class=gs_asd_yri><div class="gs_in_txtw gs_in_txtm"><input type=text class=gs_in_txt name=as_ylo value id=gs_asd_ylo size=4 maxlength=4 autocapitalize=none pattern=[0-9]*><div class=gs_in_txts></div></div> — <div class="gs_in_txtw gs_in_txtm"><input type=text class=gs_in_txt name=as_yhi value id=gs_asd_yhi size=4 maxlength=4 autocapitalize=none pattern=[0-9]*><div class=gs_in_txts></div></div></div><div>p. ej., <i>1996</i></div></div></div></form></div></div></div><div data-h=367 class="gs_md_wnw gs_md_ds gs_md_wmw"><div id=gs_md_albl-d class="gs_md_d gs_md_ds gs_ttzi" role=dialog tabindex=-1 aria-labelledby=gs_md_albl-d-t data-wfc=gs_md_albl-d-x><div class=gs_md_hdr><a href=javascript:void(0) id=gs_md_albl-d-x role=button aria-label=Cancelar data-mdx=gs_md_albl-d class="gs_btnCLS gs_md_x gs_md_hdr_c gs_in_ib gs_btn_lrge"><span class=gs_ico></span><span class=gs_ia_notf></span><span class=gs_lbl></span></a><h2 id=gs_md_albl-d-t class=gs_md_hdr_t>Guardado en Mi biblioteca</h2><div class=gs_md_hdr_b></div></div><div id=gs_md_albl-d-bdy class=gs_md_bdy></div><div class=gs_md_ftr><div class=gs_lbl_btns><button type=button id=gs_lbd_apl class="gs_btn_act gs_btn_lrge"><span class=gs_wr><span class=gs_lbl>Hecho</span></span><span class=gs_bs></span></button><button type=button id=gs_lbd_trash class="gs_btn_olact gs_btn_lrge"><span class=gs_wr><span class=gs_lbl>Eliminar artículo</span></span><span class=gs_bs></span></button></div></div></div></div><!--[if lte IE 9]><div class="gs_alrt" style="padding:16px"><div>Es posible que algunas opciones no funcionen correctamente en esta versión de Internet Explorer.</div><div>Para disfrutar de una experiencia óptima, utiliza <a href="//www.google.com/chrome/">Google Chrome</a> o <a href="//www.mozilla.com/firefox/">Mozilla Firefox</a>.</div></div><![endif]--><div id=gs_hdr_drw class="gs_md_ulr gs_md_ds" role=dialog tabindex=-1 data-shd=gs_hdr_drs data-wfc=gs_hdr_drw_mnu data-cfc=gs_hdr_mnu><div id=gs_hdr_drw_in><div id=gs_hdr_drw_top><a href=javascript:void(0) id=gs_hdr_drw_mnu role=button aria-controls=gs_hdr_drw aria-label=Opciones class="gs_btnMNT gs_in_ib gs_btn_lrge"><span class=gs_ico></span><span class=gs_ia_notf></span><span class=gs_lbl></span></a><a id=gs_hdr_drw_lgo href="https://scholar.google.com/schhp?hl=es&as_sdt=0,5" aria-label="Página principal"></a></div><div><div class=gs_hdr_drw_sec><a href="https://scholar.google.com/scholar?as_sdt=0,5&q=Cambio+clim%C3%A1tico+y+sistemas+de+producci%C3%B3n+agroecol%C3%B3gico,+org%C3%A1nico+y+convencional+en+los+cantones+Cayambe+y+Pedro+Moncayo&hl=es" role=menuitem class="gs_in_ib gs_md_li gs_md_lix gs_in_gray gs_sel"><span class=gs_ico></span><span class=gs_ia_notf></span><span class=gs_lbl>Artículos</span></a><a href="https://scholar.google.com/citations?view_op=search_authors&mauthors=Cambio+clim%C3%A1tico+y+sistemas+de+producci%C3%B3n+agroecol%C3%B3gico,+org%C3%A1nico+y+convencional+en+los+cantones+Cayambe+y+Pedro+Moncayo&hl=es&oi=drw" role=menuitem class="gs_in_ib gs_md_li gs_md_lix gs_in_gray"><span class=gs_ico></span><span class=gs_ia_notf></span><span class=gs_lbl>Perfiles</span></a></div><div class=gs_hdr_drw_sec><a href="https://scholar.google.com/citations?user=7jLwPwwAAAAJ&hl=es" role=menuitem class="gs_btnPRO gs_in_ib gs_md_li gs_md_lix gs_in_gray"><span class=gs_ico></span><span class=gs_ia_notf></span><span class=gs_lbl>Mi perfil</span></a><a href="https://scholar.google.com/scholar?scilib=1&scioq=Cambio+clim%C3%A1tico+y+sistemas+de+producci%C3%B3n+agroecol%C3%B3gico,+org%C3%A1nico+y+convencional+en+los+cantones+Cayambe+y+Pedro+Moncayo&hl=es&as_sdt=0,5" role=menuitem class="gs_btnL gs_in_ib gs_md_li gs_md_lix gs_in_gray"><span class=gs_ico></span><span class=gs_ia_notf></span><span class=gs_lbl>Mi biblioteca</span></a><a href="https://scholar.google.com/scholar_alerts?view_op=list_alerts&hl=es" role=menuitem class="gs_btnM gs_in_ib gs_md_li gs_md_lix gs_in_gray"><span class=gs_ico></span><span class=gs_ia_notf></span><span class=gs_lbl>Alertas</span></a><a href="https://scholar.google.com/citations?view_op=metrics_intro&hl=es" role=menuitem class="gs_btnJ gs_in_ib gs_md_li gs_md_lix gs_in_gray"><span class=gs_ico></span><span class=gs_ia_notf></span><span class=gs_lbl>Estadísticas</span></a></div><div class=gs_hdr_drw_sec><a href=javascript:void(0) id=gs_res_drw_adv role=menuitem class="gs_btnADV gs_in_ib gs_md_li gs_md_lix gs_in_gray"><span class=gs_ico></span><span class=gs_ia_notf></span><span class=gs_lbl>Búsqueda avanzada</span></a></div><div class=gs_hdr_drw_sec><a href="https://scholar.google.com/scholar_settings?q=Cambio+clim%C3%A1tico+y+sistemas+de+producci%C3%B3n+agroecol%C3%B3gico,+org%C3%A1nico+y+convencional+en+los+cantones+Cayambe+y+Pedro+Moncayo&hl=es&as_sdt=0,5" role=menuitem class="gs_btnP gs_in_ib gs_md_li gs_md_lix gs_in_gray"><span class=gs_ico></span><span class=gs_ia_notf></span><span class=gs_lbl>Configuración</span></a></div></div><div id=gs_hdr_drw_bot class="gs_hdr_drw_sec sf-hidden"></div></div></div><div id=gs_hdr role=banner><a href=javascript:void(0) id=gs_hdr_mnu role=button aria-controls=gs_hdr_drw class="gs_btnMNT gs_in_ib gs_btn_lrge"><span class=gs_ico></span><span class=gs_ia_notf></span><span class=gs_lbl></span></a><a id=gs_hdr_lgo class=gs_hdr_dso href="https://scholar.google.com/schhp?hl=es&as_sdt=0,5" aria-label="Página principal"></a><div id=gs_hdr_md><div id=gs_hdr_srch><form id=gs_hdr_frm action=/scholar class=gs_hdr_tsc><div class="gs_in_txtw gs_in_txtb gs_in_acw"><input type=text class="gs_in_txt gs_in_ac" name=q value="Cambio climático y sistemas de producción agroecológico, orgánico y convencional en los cantones Cayambe y Pedro Moncayo" id=gs_hdr_tsi size=50 maxlength=2048 autocapitalize=none autocomplete=off aria-label=Buscar data-iq="Cambio climático y sistemas de producción agroecológico, orgánico y convencional en los cantones Cayambe y Pedro Moncayo" data-is=".gs_qsuggest_regular li>a" dir=ltr><div class="gs_md_ac sf-hidden" id=gs_hdr_frm_ac aria-hidden=true ontouchstart=gs_evt_dsp(event) dir=ltr></div><div class=gs_in_txts></div></div><span id=gs_hdr_tsc class=sf-hidden></span><button type=submit id=gs_hdr_tsb name=btnG aria-label=Buscar class="gs_btnG gs_in_ib gs_btn_act gs_btn_half gs_btn_lsb"><span class=gs_wr><span class=gs_ico></span><span class=gs_lbl></span></span></button></form></div></div><div id=gs_hdr_act><a id=gs_hdr_act_i href=javascript:void(0) role=button aria-controls=gs_hdr_act_d aria-haspopup=true><img class=gs_hdr_pp alt=Daniel src=data:image/jpeg;base64,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 width=32 height=32 srcset sizes></a><div id=gs_hdr_act_d class="gs_md_d gs_md_ds gs_ttzr" role=dialog tabindex=-1 data-wfc="gs_hdr_act_al gs_hdr_act_aa"><div id=gs_hdr_act_a1></div><div id=gs_hdr_act_a2></div><div id=gs_hdr_act_ap class=gs_scl><img class=gs_hdr_pp alt="Daniel Fernandez" src="data:image/jpeg;base64,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" width=96 height=96 srcset sizes><div class=gs_hdr_pm><div><b>Daniel Fernandez</b></div><div class=gs_gray>daniel920912@gmail.com</div><button type=button id=gs_hdr_act_apb class="gs_btn_act gs_btn_lsb"><span class=gs_wr><span class=gs_lbl>Mi Cuenta</span></span></button></div></div><a class="gs_hdr_act_am gs_scl" href="https://scholar.google.com/scholar?hl=es&as_sdt=0%2C5&q=Cambio+clim%C3%A1tico+y+sistemas+de+producci%C3%B3n+agroecol%C3%B3gico%2C+org%C3%A1nico+y+convencional+en+los+cantones+Cayambe+y+Pedro+Moncayo&btnG=&authuser=1"><img class=gs_hdr_pp alt="Dalianis Fernandez Blanco" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAMAAABg3Am1AAAAA3NCSVQICAjb4U/gAAAAGFBMVEVDdOCgw/83bd6jxv+VufuGq/V2nO5ii+hv3LZbAAAAv0lEQVRIie3U0Q6DIAwF0GJb+P8/HhC2wW0NNiZ7mTfxyR4rUqQUDD3gl4A5AjiJqiTXOIClHD1FHGIB54NGjmyFAVO9KxCwTvVVKAoDCLIB0MBpgaBgh7IBWG/e6SbgeIfwGqJfKSUA5v7tnQ7PUnxa4+ehkaQ1l0/cMCfxO4xcAtz+ALmn/Qc2X4lZcl8xva+sYBbAWotgNKpZFjQBFsK5cLabpsf75bCBXyCn9UuPD7AnYYkFZq7XFvKAfwMvsbwIfWFmuvIAAAAASUVORK5CYII=" width=48 height=48 srcset sizes><div class=gs_hdr_pm>Dalianis Fernandez Blanco<br><span class=gs_gray>dalianisfedez@gmail.com</span></div></a><a class="gs_hdr_act_am gs_scl" href="https://scholar.google.com/scholar?hl=es&as_sdt=0%2C5&q=Cambio+clim%C3%A1tico+y+sistemas+de+producci%C3%B3n+agroecol%C3%B3gico%2C+org%C3%A1nico+y+convencional+en+los+cantones+Cayambe+y+Pedro+Moncayo&btnG=&authuser=2"><img class=gs_hdr_pp alt="Yelianis " src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAMAAABg3Am1AAAAA3NCSVQICAjb4U/gAAAAGFBMVEVDdOCgw/83bd6jxv+VufuGq/V2nO5ii+hv3LZbAAAAv0lEQVRIie3U0Q6DIAwF0GJb+P8/HhC2wW0NNiZ7mTfxyR4rUqQUDD3gl4A5AjiJqiTXOIClHD1FHGIB54NGjmyFAVO9KxCwTvVVKAoDCLIB0MBpgaBgh7IBWG/e6SbgeIfwGqJfKSUA5v7tnQ7PUnxa4+ehkaQ1l0/cMCfxO4xcAtz+ALmn/Qc2X4lZcl8xva+sYBbAWotgNKpZFjQBFsK5cLabpsf75bCBXyCn9UuPD7AnYYkFZq7XFvKAfwMvsbwIfWFmuvIAAAAASUVORK5CYII=" width=48 height=48 srcset sizes><div class=gs_hdr_pm>Yelianis <br><span class=gs_gray>yelianis558@gmail.com</span></div></a><a class="gs_hdr_act_am gs_scl" href="https://scholar.google.com/scholar?hl=es&as_sdt=0%2C5&q=Cambio+clim%C3%A1tico+y+sistemas+de+producci%C3%B3n+agroecol%C3%B3gico%2C+org%C3%A1nico+y+convencional+en+los+cantones+Cayambe+y+Pedro+Moncayo&btnG=&authuser=3"><img class=gs_hdr_pp alt="Yelianis Blanco Acosta" src="data:image/jpeg;base64,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" width=48 height=48 srcset sizes><div class=gs_hdr_pm>Yelianis Blanco Acosta<br><span class=gs_gray>yeli120498@gmail.com</span></div></a><div id=gs_hdr_act_ab><div id=gs_hdr_act_aba><button type=button id=gs_hdr_act_aab><span class=gs_wr><span class=gs_lbl>Añadir cuenta</span></span></button></div><div id=gs_hdr_act_abs><button type=button id=gs_hdr_act_aso><span class=gs_wr><span class=gs_lbl>Cerrar sesión</span></span></button></div></div></div></div></div><style class=sf-hidden>#gs_alrt{position:fixed;bottom:48px;left:16px;max-width:384px;z-index:1250;display:flex;justify-content:space-between;align-items:center;font-size:13px;line-height:16px;color:#e2e2e2;background:#333;text-align:left;border-radius:3px;box-shadow:0 3px 5px -1px rgba(0,0,0,.2),0 6px 10px 0 rgba(0,0,0,.14),0 1px 18px 0 rgba(0,0,0,.12);visibility:hidden;transform-origin:center;transform:scale(0.8,0.8) translate(0,100%)}#gs_alrt_m{display:block;padding:16px}</style><form action method=post id=gs_alrt><span 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data-sval="/citations?hl=es&xsrf=AC8hv-oAAAAAZ_fvSKvcMiCWAccJ_4Tgt-02eeA&continue=/scholar%3Fq%3DCambio%2Bclim%25C3%25A1tico%2By%2Bsistemas%2Bde%2Bproducci%25C3%25B3n%2Bagroecol%25C3%25B3gico,%2Borg%25C3%25A1nico%2By%2Bconvencional%2Ben%2Blos%2Bcantones%2BCayambe%2By%2BPedro%2BMoncayo%26hl%3Des%26as_sdt%3D0,5%26scisig%3DAFWwaeYAAAAAZ_agIFhMizXEOKiiAEXnkQMinks%26dts%3D%7Bid%7D&citilm=1&update_op=library_add&info={id}&ei=yJ32Z8D5HsuZieoP5Y-e4Ao&view_op=list_article_labels" data-tra="/citations?hl=es&xsrf=AC8hv-oAAAAAZ_fvSKvcMiCWAccJ_4Tgt-02eeA&continue=/scholar%3Fq%3DCambio%2Bclim%25C3%25A1tico%2By%2Bsistemas%2Bde%2Bproducci%25C3%25B3n%2Bagroecol%25C3%25B3gico,%2Borg%25C3%25A1nico%2By%2Bconvencional%2Ben%2Blos%2Bcantones%2BCayambe%2By%2BPedro%2BMoncayo%26hl%3Des%26as_sdt%3D0,5&citilm=1&json=&update_op=trash_citations&s={id}" data-via="/citations?view_op=view_citation&continue=/scholar%3Fq%3DCambio%2Bclim%25C3%25A1tico%2By%2Bsistemas%2Bde%2Bproducci%25C3%25B3n%2Bagroecol%25C3%25B3gico,%2Borg%25C3%25A1nico%2By%2Bconvencional%2Ben%2Blos%2Bcantones%2BCayambe%2By%2BPedro%2BMoncayo%26hl%3Des%26as_sdt%3D0,5&citilm=1&citation_for_view={id}&hl=es&oi=saved" data-lhlt data-lsl={} data-lpu=7jLwPwwAAAAJ data-lsm='Guardado en <a href="/scholar?scilib=1&amp;scioq=Cambio+clim%C3%A1tico+y+sistemas+de+producci%C3%B3n+agroecol%C3%B3gico,+org%C3%A1nico+y+convencional+en+los+cantones+Cayambe+y+Pedro+Moncayo&amp;hl=es&amp;as_sdt=0,5">tu biblioteca</a>.' data-ahq data-gsb data-gsr data-rfr="/scholar?q=related:{id}:scholar.google.com/&output=rfrra&scioq=Cambio%2Bclim%25C3%25A1tico%2By%2Bsistemas%2Bde%2Bproducci%25C3%25B3n%2Bagroecol%25C3%25B3gico,%2Borg%25C3%25A1nico%2By%2Bconvencional%2Ben%2Blos%2Bcantones%2BCayambe%2By%2BPedro%2BMoncayo&ei=yJ32Z8D5HsuZieoP5Y-e4Ao&lookup=1&hl=es" data-usv data-fmat></div><div id=gs_res_lbtpl style=display:none></div><div id=gs_res_ccl><div id=gs_res_ccl_top></div><div id=gs_res_ccl_mid> <div class="gs_r gs_or gs_scl" data-cid=7_dTyb3JxXEJ data-did=7_dTyb3JxXEJ data-lid data-aid=7_dTyb3JxXEJ data-rp=0><div class="gs_ggs gs_fl"><div class=gs_ggsd><div class=gs_or_ggsm ontouchstart=gs_evt_dsp(event) tabindex=-1><a href=https://dialnet.unirioja.es/descarga/articulo/8079984.pdf data-clk="hl=es&sa=T&oi=gga&ct=gga&cd=0&d=8198180513661581295&ei=yJ32Z8D5HsuZieoP5Y-e4Ao" data-clk-atid=7_dTyb3JxXEJ><span class=gs_ctg2>[PDF]</span> unirioja.es</a></div></div></div><div class=gs_ri><h3 class=gs_rt ontouchstart=gs_evt_dsp(event)><a id=7_dTyb3JxXEJ href="https://dialnet.unirioja.es/servlet/articulo?codigo=8079984" data-clk="hl=es&sa=T&ct=res&cd=0&d=8198180513661581295&ei=yJ32Z8D5HsuZieoP5Y-e4Ao" data-clk-atid=7_dTyb3JxXEJ>Cambio climático y sistemas de producción agroecológico, orgánico y convencional en los cantones Cayambe y Pedro Moncayo</a></h3><div class=gs_a>JPC Caiza, R Burbano - Letras Verdes: Revista Latinoamericana …, 2021 - dialnet.unirioja.es</div><div class=gs_rs>Este artículo analiza el impacto del cambio climático en el modo de producción <br>agroecológico, orgánico y convencional en los cantones Cayambe y Pedro Moncayo <br>debido a los retos que enfrenta Ecuador en el sector agropecuario, ante el deterioro <br>ambiental. Se aplica la metodología del análisis multicriterio para determinar la alternativa <br>de producción agrícola que mejor se ajusta a la zona, a partir de su comportamiento en los <br>siguientes indicadores: económico, social, ambiental, institucional y productivo. 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Se aplica la metodología del análisis multicriterio para determinar la alternativa <br>de producción agrícola que mejor se ajusta a la zona, a partir de su comportamiento en los <br>siguientes indicadores: económico, social, ambiental, institucional y productivo. En la …</div><div class="gs_fl gs_flb"><a href=javascript:void(0) class="gs_or_sav gs_or_btn" role=button><svg viewBox="0 0 15 16" class=gs_or_svg><path d="M7.5 11.57l3.824 2.308-1.015-4.35 3.379-2.926-4.45-.378L7.5 2.122 5.761 6.224l-4.449.378 3.379 2.926-1.015 4.35z"></path></svg><span class=gs_or_btn_lbl>Guardar</span></a> <a href=javascript:void(0) class="gs_or_cit gs_or_btn gs_nph" role=button aria-controls=gs_cit aria-haspopup=true><svg viewBox="0 0 15 16" class=gs_or_svg><path d="M6.5 3.5H1.5V8.5H3.75L1.75 12.5H4.75L6.5 9V3.5zM13.5 3.5H8.5V8.5H10.75L8.75 12.5H11.75L13.5 9V3.5z"></path></svg><span>Citar</span></a> <a href="https://scholar.google.com/scholar?cites=6996203044578676379&as_sdt=2005&sciodt=0,5&hl=es">Citado por 12</a> <a href="https://scholar.google.com/scholar?q=related:m06eAJqBF2EJ:scholar.google.com/&scioq=Cambio+clim%C3%A1tico+y+sistemas+de+producci%C3%B3n+agroecol%C3%B3gico,+org%C3%A1nico+y+convencional+en+los+cantones+Cayambe+y+Pedro+Moncayo&hl=es&as_sdt=0,5">Artículos relacionados</a> <a href="https://scholar.google.com/scholar?cluster=6996203044578676379&hl=es&as_sdt=0,5" class=gs_nph>Las 11 versiones</a> <a href=javascript:void(0) title=Más class=gs_or_mor role=button><svg viewBox="0 0 15 16" class=gs_or_svg><path d="M0.75 5.5l2-2L7.25 8l-4.5 4.5-2-2L3.25 8zM7.75 5.5l2-2L14.25 8l-4.5 4.5-2-2L10.25 8z"></path></svg></a> <a href="http://scholar.googleusercontent.com/scholar?q=cache:m06eAJqBF2EJ:scholar.google.com/+Cambio+clim%C3%A1tico+y+sistemas+de+producci%C3%B3n+agroecol%C3%B3gico,+org%C3%A1nico+y+convencional+en+los+cantones+Cayambe+y+Pedro+Moncayo&hl=es&as_sdt=0,5" class="gs_or_nvi sf-hidden">En caché</a> <a href=javascript:void(0) title=Menos class="gs_or_nvi gs_or_mor sf-hidden" role=button><svg viewBox="0 0 15 16" class=gs_or_svg><path d="M7.25 5.5l-2-2L0.75 8l4.5 4.5 2-2L4.75 8zM14.25 5.5l-2-2L7.75 8l4.5 4.5 2-2L11.75 8z"></path></svg></a></div></div></div></div><div id=gs_res_ccl_bot><div class="gs_r gs_res_lnfo">Mejores resultados para esta búsqueda. <a href="https://scholar.google.com/scholar?lookup=0&q=Cambio+clim%C3%A1tico+y+sistemas+de+producci%C3%B3n+agroecol%C3%B3gico,+org%C3%A1nico+y+convencional+en+los+cantones+Cayambe+y+Pedro+Moncayo&hl=es&as_sdt=0,5">Ver todos los resultados</a></div></div></div></div></div><noscript><img src="https://id.google.com/verify/AH5-l66iVf_VplQkesyfbxEXp_hfQFYwYhihFAZaWqVL67VqtWrgs7z0GFtAKuNgXNPBFxJcTfN4KDw6L8o9ZcPF21vX6Cefy6qtPWpraWbTuzcJ-VSUziB7a0iPkpjFBylIGu7I.gif" width="1" height="1" alt="" style="margin:-1px"></noscript><div id=gs_ftr_sp role=presentation></div><div id=gs_ftr class=gs_md_rmb role=contentinfo><div id=gs_ftr_rt><a href=https://www.google.com/intl/es/policies/privacy/>Privacidad</a><a href=https://www.google.com/intl/es/policies/terms/>Términos</a><a href=javascript:void(0) ontouchstart=gs_evt_dsp(event) role=button aria-controls=gs_ftr_mnu aria-haspopup=true class="gs_press gs_md_tb">Ayuda</a></div><div id=gs_ftr_mnu class="gs_md_d gs_md_ds gs_ttzi gs_md_ulr" role=menu tabindex=-1><a role=menuitem href=https://scholar.google.com/intl/es/scholar/about.html tabindex=-1 class=gs_md_li>Acerca de Académico</a><a role=menuitem href="https://support.google.com/websearch?p=scholar_dsa&hl=es" tabindex=-1 class=gs_md_li>Ayuda de la Búsqueda</a></div></div></div> |